Question
The current ages of A and B have a ratio of 7:9. Twelve
years from now, B will be 12 years older than A. What will be the ratio of their ages in six years?Solution
Let present ages of A and B be '7x' and '9x' years, respectively. According to question, 9x - 7x = 12 2x = 12 x = 6 So, present ages of A and B is 42 years and 54 years, respectively. Desired ratio = (42 + 6) :(54 + 6) = 48:60 = 4:5 Hence, option a
Statements: B > C, D > E, C = F, A ≥ F, D = A
Conclusion:
I. B ≥ E
II. E > B
Statements: A ≥ B = C; A < D < E; F > G > E
Conclusion:
I. D > C
II. C < E
Statements: V ≤ R ≥ Q; R ≤ N < Y; I > Y ≤ S
Conclusions:
I. V ≤ S
II. I > Q
III. S > N
- Statements: M > N > Q = O ≤ P ≤ T, R > S = M
Conclusions:
I. Q > S
II. T ≥ N
III. O < S Statements:Q ≥ R,R < S,S < T
Conclusions: I. T > R II. Q ≥ T
Statements: E > U > V ≥ K > F; E ≤ N = L < H
Conclusions: I. L > KÂ Â Â Â Â II. U < H
Statements: P % Q, Q & R, R $ S, S # Z
Conclusions:
I. P & R
II. R # Z
Statements:Â
I @ Y © Z * A $ MÂ
Conclusions:Â
I. Z * MÂ
II. A % YÂ
III. A % I
In the question, assuming the given statements to be true, find which of the conclusion (s) among given three conclusions is/are definitely true and th...
In this question, the statement is followed by two conclusions. Which of the two conclusion(s) is/are true?
Statement: Z < L < P = V ≥ H = U �...
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