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Ratio and proportion worksheet for Grade 6 - Free Printable

Ratio and proportion worksheet for Grade 6

Educational worksheet: Ratio and proportion worksheet for Grade 6. Download and print for classroom or home learning activities.

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Show Answer Key & Explanations Step-by-step solution for: Ratio and proportion worksheet for Grade 6
Let's solve each question step by step and explain the reasoning.

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I. CHOOSE THE BEST ANSWER (5 Marks)



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#### 1. The equivalent ratio of 2:7 is ________

We need to find a ratio that is equivalent to 2:7, meaning both numbers are multiplied by the same factor.

Check options:

- a. 7:2 → Not equivalent (reversed)
- b. 6:14 → Divide both by 2 → 3:7 ≠ 2:7
- c. 4:14 → Divide both by 2 → 2:7
- d. 20:35 → Divide both by 5 → 4:7 ≠ 2:7

Answer: c. 4:14

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#### 2. The simplest form of the ratio of 12:6 is ________

Simplify 12:6 by dividing both by their GCD, which is 6:

12 ÷ 6 = 2
6 ÷ 6 = 1

So, 12:6 = 2:1

Answer: d. 2:1

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#### 3. The ratio of the number of sides of a triangle to the number of sides of a square is ________

- Triangle has 3 sides
- Square has 4 sides

So, ratio = 3:4

Answer: b. 3:4

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#### 4. The simplest form of the ratio of 2m to 25 cm is ________

First, convert units to be the same.

2 meters = 200 cm

So, ratio = 200 cm : 25 cm

Now simplify:

200 ÷ 25 = 8
25 ÷ 25 = 1

So, 200:25 = 8:1

Answer: c. 8:1

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#### 5. If the cost of 3 dolls is Rs.45, then the cost of 5 dolls is Rs.____

Find cost of 1 doll:

45 ÷ 3 = Rs.15 per doll

Then cost of 5 dolls = 5 × 15 = Rs.75

Answer: a. 75

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II. FILL IN THE BLANKS (5 Marks)



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#### 6. 5: ___ :: 30:18

This is a proportion:
5 : x = 30 : 18

Use cross-multiplication:

5 × 18 = 30 × x
90 = 30x
x = 90 ÷ 30 = 3

Answer: 3

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#### 7. Ratio of 5 minutes to 8 minutes is ______

Since both are in the same unit (minutes), just write the ratio:

5:8

Answer: 5:8

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#### 8. If Rs.50 is divided among P and Q in the ratio 3:2, then Q’s share is Rs. ____

Total parts = 3 + 2 = 5

Each part = 50 ÷ 5 = Rs.10

Q’s share = 2 parts = 2 × 10 = Rs.20

Answer: 20

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#### 9. The two quantities in a ratio should be of the _____ unit.

For a ratio to make sense, both quantities must be in the same unit.

Example: You can't compare 5 meters to 3 seconds.

Answer: same

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#### 10. If a:b :: c:d, then ad = ______

This means:
a/b = c/d

Cross-multiplying:
a × d = b × c

So, ad = bc

Answer: bc

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Final Answers:



I. Choose the Best Answer:
1. c. 4:14
2. d. 2:1
3. b. 3:4
4. c. 8:1
5. a. 75

II. Fill in the Blanks:
6. 3
7. 5:8
8. 20
9. same
10. bc

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Parent Tip: Review the logic above to help your child master the concept of ratios worksheet grade 6.
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