## Ratio and Proportion Aptitude Test Paper 11) A: B: C is in the ratio of 3: 2: 5. How much money will C get out of Rs 1260? - 252
- 125
- 503
- None of these
C's share = [C's ratio/ sum of ratios] * total amount 2) If a: b is 3: 4 and b: c is 2: 5. Find a: b: c. - 3: 2: 5
- 3: 6: 5
- 3: 4:10
- 2: 3: 4
The ratio of a: b is 3: 4
a: b: c = 3*2: 4*2: 4*5 3) A: B is 1: 2; B: C is 3: 2 and C: D is 1:3. Find A: B: C: D. - 3: 6: 4: 12
- 2: 3: 5: 7
- 3: 5: 7: 6
- 2: 1: 6: 13
ATQ,
i.e., C: D will contain 2: 2 because 2 is the last number on the right side. Or, A: B: C: D Now, multiply vertically and get A: B: C: D. So, A: B: C: D = (1*3*1): (2*3*1): (2*2*1): (2*2*3) 4) 5600 is to be divided into A, B, C, and D in such a way that the ratio of share of A: B is 1: 2, B: C is 3: 1, and C: D is 2: 3. Find the sum of (A and C) and (B and C). - Rs 2400, Rs 3000
- Rs 2000, Rs 3000
- Rs 2400, Rs 3200
- Rs 2000, Rs 3200
ATQ,
i.e., C: D will contain 2: 2 because 2 is the last number on the right side. Or, A: B: C: D Now, multiply vertically and to get A: B: C: D. So, A: B: C: D = (1*3*2): (2*3*2): (2*1*2): (2*1*3)
Find A: B: C: D Now, multiply vertically and get A: B: C: D. So, A: B: C: D = (1*3*2): (2*3*2): (2*1*2): (2*1*3) Sum of the ratios = 3+6+2+3 = 14, but ATQ, it is 5600 Rs. Now, the share of (A+C) = 1200+800 = 2000 5) The ratio of the total amount distributed in all the males and females as salary is 6: 5. The ratio of the salary of each male and female is 2: 3. Find the ratio of the no. of males and females. - 5:9
- 5:7
- 7:5
- 9:5
The total salary of males: the total salary of females = 6:5 To find the number of men and women, divide the total salary of males and females by salary of each male and female. Ratio and Proportion Aptitude Test Paper 2 Ratio and Proportion Aptitude Test Paper 3 Ratio and Proportion Aptitude Test Paper 4 Ratio and Proportion Concepts |

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