Question
βAβ is 5 years younger than βBβ and 6 years
elder than βCβ. If the present age of βBβ and βDβ is 35 years and 20 years, respectively, then find the ratio of present age of βCβ to present age of βDβ.Solution
Present age of βAβ = 35 β 5 = 30 years Present age of βCβ = 30 β 6 = 24 years Required ratio = 24:20 = 6:5
Statements: D = E ≥ G = K, O > B ≤ C = K, E ≤ I < F
Conclusions: I. K > O II. D ≥ C
...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...
Statements: D β€ E < L < F; H < I β€ O = E; G > F > J
Conclusions:
I. H < L
II. J < D
III. G > O
In the following question the relationship between different elements is given in the statements followed by three conclusions I, II and III. Read the ...
Statements: P β₯ Q > S< T > R = U
Conclusions: I. P < S
II. U = S
Statement: F β₯ G > I > E β€ P, E = S β₯ PΒ
Conclusion: I. F β₯ P Β Β Β Β Β Β Β Β II. G > P
Which of the following pairs represents the immediate neighbour of the one who do shopping from Limeroad?
Statements: L # W, W % V, V $ H, H # T
Conclusions : I. V @ T II. H & W III .V # T
...Statements:Β T @ A % S $ L Β© JΒ
Conclusions:Β
Β I. T % LΒ
II. T $ LΒ
III. S # J
Statements: C β€ A β₯ B > D; F > E β₯ G β₯ A
Conclusions:
I. E β₯ B
II. F > D
