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The cost of gold varies directly as the cube of its weight. A gold piece weighing 20 decigram costs Rs.1,000. If it is broken into two pieces whose weights are in the ratio 2: 3, then what is the profit or loss incurred ?
Rs.280 profit
Rs.280 loss
Rs.720 profit
Rs. 720 loss
- The cost of gold varies directly with the cube of its weight. Therefore, the cost formula can be expressed as C = k * w³, where k is a constant.
- Given: A 20 decigram piece costs Rs. 1,000. Thus, 1,000 = k * 20³. Calculate k = 1,000 / 8,000 = 0.125.
- When broken into two pieces in the ratio 2:3, the weights are 8 decigrams and 12 decigrams.
- Cost of the first piece: C1 = 0.125 * 8³ = Rs. 64.
- Cost of the second piece: C2 = 0.125 * 12³ = Rs. 216.
- Total cost of two pieces: C1 + C2 = Rs. 64 + Rs. 216 = Rs. 280.
- Initial cost was Rs. 1,000, and combined cost of pieces is Rs. 280.
- This incurs a loss of Rs. 720.
- Correct Option: 4, Rs. 720 loss
By: Parvesh Mehta ProfileResourcesReport error
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