Question
A man is supposed to distribute Rs. 6600 among his three
sons, A, B, and C in the ratio of 4:3:5, respectively, but mistakenly he distributed in the ratio of 5:3:2, respectively. Find the difference between amount received by A mistakenly and the amount that A should have actually receivedSolution
Amount that should be received by A initially = [4/(4 + 3 + 5)] × 6600 = Rs. 2200 Amount received by A mistakenly = [5/(5 + 3 + 2)] × 6600 = Rs. 3300 Therefore, required difference = 3300 – 2200 = Rs. 1100
A cone has a base radius of 6 cm and a height of 8 cm. Find its volume and slant height (use π = 3.14).
120Â Â 124Â Â 151Â Â 167Â Â Â 292Â Â Â ?
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