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Previous Year Questions

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Question :

Present age of X, Y and Z is 2A, 2.5B and 3C respectively. The ratio of the age of X, five years ago to the age of Z, five years hence is 4:7 respectively. Four years ago, twice the age of Y is 14 more than thrice the age of Z. If the sum of present age of X and Z is C/2 more than the present age of Y, then what is the sum of present age of Y and Z together in terms of A, B and C?

1. 8(A + B + C)/5

2. C(A - B) + 5

3. 2(A + B) + C

4. AC - 2B

5. 4A + B + C

Correct Answer : 5
Solution :

Present age of X, Y and Z is 2A, 2.5B and 3C respectively.

(X - 5)/(Z + 5) = 4/7

(2A - 5)/(3C + 5) = 4/7

14A - 12C = 55 -----(1)

2(Y - 4) = 3(Z - 4) + 14

2Y - 3Z = 10

2*2.5B - 3*3C = 10

5B = 9C + 10 ------(2)

X + Z = Y + C/2

2A + 3C = 2.5B + 0.5C

2.5B = 2A + 2.5C ------(3)

From eqn (2) and (3) -

A - C = 2.5 ----(4)

From eqn (1) and (4) -

A = 12.5, C = 10

B = 20

Sum of present age of Y and Z together = 2.5*20 + 3*10 = 80

Option a - 8(12.5 + 20 + 10)/5 = 68 ≠ 80

Option b - 10(12.5 - 20) + 5 = -70 (not possible)

Option c - 2(12.5 + 20) + 10 = 75 ≠ 80

Option d - 12.5*10 - 2*20 = 85 ≠ 80

Option e - 4*12.5 + 20 + 10 = 80

Hence, option 'e' is correct.

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