Question
'P' increases the price of a shirt by 20%. If he reduces
the discount percentage from 15% to 10%, his profit rises by Rs. 2400. Determine the profit or loss 'P' would incur if he offers a 25% discount on the marked price. Note: Break-even implies neither profit nor loss.Solution
ATQ,
Let, cost price of Shirt be Rs. x. So, markup price = Rs. 1.2x According to question, 1.2x × (0.9 – 0.85) = 2400 0.06x = 2400 x = 2400/0.06 x = Rs. 40000 So, markup price = Rs. 1.2 × 40000 = Rs. 48000 Selling price = 48000 × 0.25 = Rs. 36000 Therefore, required profit/loss = 40000 – 36000 = Rs. 4000 (loss)Â
Statements: G < B ≤ T < U = F ≥ S
Conclusion: I. S ≤ T II. F > B
...Statement: L > M = P < Q > R; S ≤ O < N; R > G > N
Conclusions:
I. Q > S
II. S < G
III. M < G
Statements: O ≥ M > F, K ≤ J ≤ D = F, B ≤ Z ≤ L = K
Conclusion:
I. M > L
II. D ≥ B
Statements:
S ≥ T ≤ D > P; F ≥ T > J ≥ Y
Conclusions:
I) Y < S
II) F > P
Statements: R % B, B & T, T @ E, E % G
Conclusions : I. T $ R II. R @ E III. B @ G
...Which of the following pair of symbols should be placed in the place of question marks respectively (in same order from left to right) in order to comp...
Statement: P > Q ≥ R = S ≤ T < U
Conclusions: I. T > Q II. U < P
...Statements: I > J = K ≥ M; D ≥ F ≤ E = I
Conclusions:
I. M < E
II. D ≥ MStatements: B ≤ C < E; D ≤ F ≤ G; E = D; A > B
Conclusions:
(i) E ≥ G
(ii) A < E
(iii) B ≤ G
...Statement: P > Q; Q ≥ W = X < Z
Conclusions: I. W < P
II. X ≤ Q
...
