- Write the first and second terms of the ratio 5:9.
- In the ratio 12:15, which is the antecedent?
- Write the consequent of the ratio 21:35.
- Identify the two terms in 7:13.
- What is the antecedent in the ratio 48:64?
- In 9:20, which is the second term?
- Find the first and second terms of 33:44.
- Identify the antecedent in 72:81.
- Write the two terms of 17:51.
- In the ratio 14:70, which is the consequent?
- What is the antecedent in 65:100?
- In 11:25, what is the second term?
- Write the first and second terms of the ratio 8:9.
- Identify the terms in 36:48.
- Which is the antecedent in 5:12?
- Which is the consequent in 49:63?
- Write the two terms of the ratio 19:95.
- Identify the terms in 64:80.
- What is the first term of 33:66?
- In 27:81, what is the consequent?
- Simplify 12:16.
- Write 45:60 in simplest form.
- Express 27:36 in lowest terms.
- Reduce 48:64 to simplest ratio.
- Write 99:121 in simplest form.
- Simplify 18:24.
- Write 72:108 in lowest terms.
- Reduce 125:200 to simplest ratio.
- Express 30:90 in simplest form.
- Simplify 15:45.
- Write 36:54 in simplest form.
- Express 120:180 in lowest terms.
- Reduce 144:288 to simplest ratio.
- Simplify 11:99.
- Write 100:400 in simplest form.
- Reduce 150:350 to lowest terms.
- Write 250:1000 in simplest form.
- Simplify 81:108.
- Write 96:144 in simplest form.
- Express 125:225 in lowest terms.
- Simplify 9:27.
- Reduce 55:110 in simplest form.
- Write 160:200 in lowest terms.
- Express 63:84 in simplest form.
- Simplify 270:360.
- Which is greater: 3:5 or 4:7?
- Compare 7:9 and 8:11.
- Which is greater: 5:8 or 7:10?
- Compare 12:15 and 18:24.
- Which is greater: 9:16 or 11:20?
- Compare 13:20 and 15:22.
- Which is smaller: 25:40 or 30:45?
- Compare 4:9 and 5:12.
- Which ratio is greater: 6:11 or 7:13?
- Compare 18:27 and 24:36.
- Which is greater: 11:15 or 14:20?
- Compare 9:10 and 18:20.
- Which is greater: 8:9 or 10:11?
- Compare 21:28 and 30:40.
- Which is smaller: 15:18 or 25:30?
- Compare 17:19 and 19:21.
- Which is greater: 35:49 or 45:63?
- Compare 5:12 and 7:16.
- Which ratio is smaller: 28:35 or 32:40?
- Compare 90:120 and 100:150.
- Check if 4, 6, 8, 12 are in proportion.
- Find x if 3:4 = x:20.
- Solve: 8:12 = 20:x.
- Find y if 15:y = 25:45.
- Solve: x:16 = 12:24.
- Are 21, 28, 15, 20 in proportion?
- Find k if 5:k = 15:45.
- Solve for x: 9:12 = x:32.
- Check if 14, 21, 20, 30 are in proportion.
- Find the value of y if 7:y = 35:50.
- Solve: 16:24 = x:72.
- Are 18, 24, 27, 36 in proportion?
- Solve for x: 22:x = 33:99.
- Find the missing term: 40:50 = 24:x.
- Check if 25, 30, 40, 48 are in proportion.
- Solve: x:18 = 7:21.
- Find y if 45:y = 15:5.
- Check whether 12, 18, 20, 30 are in proportion.
- Solve: 8:x = 6:15.
- Find k if 30:45 = 50:k.
- Are 28, 42, 36, 54 in proportion?
- Solve: 72:x = 24:8.
- Find y if 9:y = 27:81.
- Solve: 11:22 = x:88.
- Are 16, 20, 24, 30 in proportion?
- The ratio of boys to girls in a class is 3:5. If there are 24 girls, how many boys are there?
- A sum of ₹1800 is divided between A and B in the ratio 2:7. How much does B get?
- In a school, the ratio of teachers to students is 1:40. If there are 800 students, how many teachers are there?
- A recipe requires flour and sugar in the ratio 4:3. If 24 cups of flour are used, how much sugar is needed?
- A piece of ribbon is cut into two parts in the ratio 5:7. If the total length is 48 cm, find the lengths of the two parts.
- The ratio of the ages of two brothers is 7:9. If the younger one is 28 years old, find the elder one’s age.
- A bag contains ₹50 and ₹100 notes in the ratio 3:2. If the total money is ₹2500, how many notes of each kind are there?
- The ratio of monthly income to expenditure of a person is 5:3. If his expenditure is ₹15,000, find his income.
- A sum of ₹720 is divided among P, Q, and R in the ratio 2:3:4. Find each share.
- The angles of a triangle are in the ratio 2:3:4. Find each angle.
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