PR.1B, SEC 3, Ratios w/ frctns (50)

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to turn a ratio into fractions fast? Here’s the trick.

Write the ratio.

3 : 2

Draw a bar model to visualise each part.

🟦🟦🟦🟥🟥

The total number of squares is 5.

³/₅ are blue.

²/₅ are red.

The bar model links ratio parts to squares—ideal for quick marks in exams. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝

Hint

Need to flip a fraction into a ratio fast? Here’s the trick. 📝

Write the fraction: ³/₈ are blue.

Draw 3 blue and 5 red squares in a bar model.

🟦🟦🟦🟥🟥🟥🟥🟥

The denominator 8 tells you there are 8 squares in total.

The numerator 3 shows 3 squares are blue.

Subtract to find the reds: 8 − 3 = 5 red squares.

Therefore the ratio of blue to red is 3 : 5.

3 : 5

It is 3 : 5 because for every 3 blue squares there are 5 red squares.

Fractions and ratios both fit the bar model, so sketching it in the exam bags quick method marks. 📝