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LIST-I (Cost Price = C.P. and Selling Price = S.P.)LIST-II (in Rs) A. If C.P. = Rs 600, Profit = 25%,…

For A, SP \(= 600 \times 1.25 = 750\) (II). For B, a 20% loss means SP is 80% of CP, so CP \(= 1680 / 0.8 = 2100\) (IV). For C, \(1500 \times 0.8 \times 0.9 = 1080\) (I),…

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LIST-I (Cost Price = C.P. and Selling Price = S.P.)LIST-II (in Rs)
A. If C.P. = Rs 600, Profit = 25%, then S.P. = ?I. 1080
B. S.P. = Rs 1680, Loss = 20%, then C.P. = ?II. 750
C. Marked Price = Rs 1500, successive discounts are 20% & 10%, then S.P. = ?III. 1200
D. Difference between C.P. and S.P. = Rs 240, Profit = 20%, then C.P. = ?IV. 2100

Question: Match List I with List II:

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Answer and explanation

Correct answer C

For A, SP =600×1.25=750= 600 \times 1.25 = 750 (II). For B, a 20% loss means SP is 80% of CP, so CP =1680/0.8=2100= 1680 / 0.8 = 2100 (IV). For C, 1500×0.8×0.9=10801500 \times 0.8 \times 0.9 = 1080 (I), and for D the difference of 240 is the 20% profit, so CP =240/0.2=1200= 240 / 0.2 = 1200 (III), giving A–II, B–IV, C–I, D–III. Treating the successive discounts as a single 30% discount would wrongly give 1050.

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