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### **Question 1: Express the following ratios in simplest form.**

1. $ 4:8 = 1:2 $
2. $ 5:15 = 1:3 $
3. $ 8:24 = 1:3 $
4. $ 6:36 = 1:6 $
5. $ 5:35 = 1:7 $
6. $ 4:48 = 1:12 $
7. $ 2:18 = 1:9 $
8. $ 3:24 = 1:8 $
9. $ 8:72 = 1:9 $
10. $ 9:36 = 1:4 $
11. $ 12:60 = 1:5 $
12. $ 11:99 = 1:9 $

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### **Question 2: Simplify the following ratios.**

1. $ 25:65 = 5:13 $
2. $ 24:72 = 1:3 $
3. $ 18:54 = 1:3 $
4. $ 10:95 = 2:19 $
5. $ 5:65 = 1:13 $
6. $ 8:84 = 2:21 = 1:10.5 $
7. $ 14:63 = 2:9 $
8. $ 7:91 = 1:13 $
9. $ 6:28 = 3:14 = 3:7 $
10. $ 4:22 = 2:11 $
11. $ 8:60 = 2:15 = 1:7.5 $
12. $ 16:36 = 4:9 $

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### **Question 3: Express as a ratio in its simplest form.**

1. $ 5:15:25 = 1:3:5 $
2. $ \frac{1}{3} : \frac{1}{9} = 3:1 $
3. $ \frac{2}{4}:4 = 1:8 $
4. $ 1:2 = 1:2 $
5. $ \frac{5}{4}:\frac{5}{8} = 2:1 $
6. $ \frac{3}{5}:\frac{3}{3} = 1:5 $
7. $ \frac{1}{7}:\frac{3}{7} = 1:3 $
8. $ 0.5:0.7 = 5:7 $
9. $ 1.2:2.6 = 6:13 $
10. $ 2.5:3 = 5:6 $
11. $ 2:\frac{1}{6} = 12:1 $
12. $ 1.2:6 = 1:5 $

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### **Question 4: Express the following ratios in simplest form.**

1. $ \$8:\$42 = 4:21 $
2. $ 80c:3\$ = 80:300 = 4:15 $
3. $ 12 h:3 \text{ days} = 12h:72h = 1:6 $
4. $ 800 g:2 kg = 800 g:2000 g = 2:5 $
5. $ 60c:80c = 3:4 $
6. $ 5 \text{ days}:5 \text{ weeks} = 5d:35d = 1:7 $
7. $ 80 cm:2.5 m = 80 cm:250 cm = 8:25 = 4:5 $
8. $ 40 \text{ sec}:1 \text{ min} = 40s:60s = 2:3 $
9. $ 4 kg:1600 g = 4000 g:1600 g = 5:2 $
10. $ 800 mL:1 L = 800 mL:1000 mL = 4:5 $
11. $ 5 km:500 m = 5000 m:500 m = 10:1 $
12. $ 10 cm:80 mm = 100 mm:80 mm = 5:4 $

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### **Question 5: Simplify the following ratios.**

1. $ 60 \text{ cm}:2 \frac{1}{2} \text{ m} = 60 \text{ cm}:250 \text{ cm} = 12:50 = 6:25 $
2. $ 600 g:9 kg = 600 g:9000 g = 1:15 $
3. $ 50 \text{ min}:3 \text{ h} = 50 \text{ min}:180 \text{ min} = 5:18 $
4. $ 2 h:40 \text{ min} = 120 \text{ min}:40 \text{ min} = 3:1 $
5. $ \frac{1}{2}:1 = 1:2 $
6. $ 1:8 = 1:8 $
7. $ 3.5:4 = 7:8 $
8. $ 2.5:3.5 = 5:7 $

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Do you have any questions or want more details on any solution?

Here are 5 additional problems to try:
1. Simplify $ 10:50 $.
2. Write the ratio $ \frac{1}{5}:\frac{2}{5} $ in simplest form.
3. Express $ 7:35 $ as a fraction and simplify it.
4. Solve $ 3.3:6.6 $.
5. Convert $ 1:60 \text{ minutes} $ to hours and simplify.

**Tip**: Ratios are simplified by dividing both terms by their greatest common divisor (GCD).

Give answers to all the questions in the provided image containing ratio problems.

Learn how to simplify ratios in various forms, including fractions, decimals, and unit conversions. This comprehensive guide provides step-by-step solutions to ratio problems suitable for students in Grades 6-8.

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