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As he has to invest for a period of not more than 3 years. So he can invest in either shares or debentures. For maximum interest he should invest more money in Shares (as it has higher R × T ratio than that of debentures) So he invests Rs 10 lakh i.e the upper limit in shares and remaining amount in debentures. But the limit in debentures is Rs 6 lakh. So he can only invest Rs 16 lakh out of the total amount he has. Total interest on this Rs 16 lakh = 10L × 14 × 3/100 + 6L× 5 × 5/100 = Rs 420000 + Rs 150000 = Rs 570000
Statement: A ≥ B ≥ C = D > E, F > G = H ≤ C
Conclusion: I. C ≥ F II. F > D
Statements: K ≥ L, N = R, L ≥ R, Q > C = K
Conclusions: I. R ≤ Q II. C ≥ N
Statements: S = T, U < L, V ≥ S, T ≤ U
Conclusion:
I. T ≤ V
II. L > T
Statements:
A < B < Z < K ≤ B < H; K > N ≥ P
Conclusions:
I) A < P
II) Z ≥ N
Statement: A ≥ B ≥ C = D > E, F > G = H ≤ C
Conclusion: I. C ≥ F II. F > E
...Statements: L @ U, U # E, E * F, F % G
Conclusions:
I. G @ L
II. G * U
III. G @ U
Statements: A $ B @ D & E @ G % H, F & A, G $ J
Conclusions: I. A # H II. D $ J
...Statements: U = R < M < Q < P; A > B > E < R < T; I < N = B > U > X
Conclusions:
I. P ≤ U
II. T > A
...Statements:
M < N < K ≥ R > S; Y < B < P ≤ N
Conclusions:
I). S > B
II). Y < K
...Statements: M # N # O $ P & Q % R % S
Conclusions : I. Q @ S ...
