PG.2B, SEC 2, Bearings II Qudrnt 2 (40)
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Question 1 of 40
1. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 122°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 2 of 40
2. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 138°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 3 of 40
3. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 127°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 4 of 40
4. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 139°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 5 of 40
5. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 123°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 6 of 40
6. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 140°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 7 of 40
7. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 124°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 8 of 40
8. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 141°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 9 of 40
9. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 110°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 10 of 40
10. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 125°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 11 of 40
11. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 143°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 12 of 40
12. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 111°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 13 of 40
13. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 126°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 14 of 40
14. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 144°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 15 of 40
15. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 112°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 16 of 40
16. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 128°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 17 of 40
17. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 145°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 18 of 40
18. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 113°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 19 of 40
19. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 129°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 20 of 40
20. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 146°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 21 of 40
21. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 114°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 22 of 40
22. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 130°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 23 of 40
23. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 147°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 24 of 40
24. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 115°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
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Question 25 of 40
25. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 131°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
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Question 26 of 40
26. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 148°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
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Question 27 of 40
27. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 116°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 28 of 40
28. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 132°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 29 of 40
29. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 149°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 30 of 40
30. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 117°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 31 of 40
31. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 133°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 32 of 40
32. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 142°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 33 of 40
33. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 118°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 34 of 40
34. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 134°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 35 of 40
35. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 119°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 36 of 40
36. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 135°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 37 of 40
37. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 120°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 38 of 40
38. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 136°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
-
-
Question 39 of 40
39. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 121°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
-
Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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Question 40 of 40
40. Question
Topic: Bearings From Points.
Please have pen and paper handy to show workings out. 📝
📐 In the diagram (not to scale), a north line is drawn at point B.
If, in the diagram, x = 137°, calculate the bearing of A from B.
Give your answer in the correct three-figure bearing format (e.g. 045°).
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Bearing = °
⌨️ Enter your answer in the field provided.
CorrectIncorrectHint
💡 Bearings in the north west: use 270° + the extra angle after the west line.
In this type of diagram you see north lines at A and B which are parallel, and a slanted line from B to A going up into the north west region.
Diagrams like this are usually marked “not to scale”, so trust the numbers given rather than the picture.
A bearing is always measured clockwise from the north line at the starting point.
Because the north lines at A and B are parallel, angles made with the same slanted line form co-interior or alternate pairs that help you find missing angles quickly.
The angle labelled x° at A is between the north line and the slanted line AB, so it links directly to the angle at B between the north line and AB.
When you find the angle between AB and the west line at B, that small angle is the part you add on after 270°.
So the bearing of A from B is 270° + (small angle between AB and west).
bearing of A from B (A above and left of B) = 270° + extra angleAfter you work out the clockwise turn, always write it as a three-figure bearing such as 290° or 045°.
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