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The incomes of A and B are in ratio ` 4 : 3`. The expenditures of A and B are in the ratio ` 5 :2` . If B saves Rs. 3000, then which of the following cannot be the sacvings of A ?A. Rs. 1500B. Rs.2500C. Rs.3500D. Rs. 4500 |
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Answer» Correct Answer - D `{:(," "A," "B),("Income"," "4x," "3x),("Expenditure"," "5y," "2y),("Savings",4x-5y,3x-2y):}` Given, ` 3x - 2y = 3000 rArr x = 1000 + (2y)/3` Now, saving of ` A = 4x - 5y = 4(1000+(2y)/3)` ` -5y rArr 4000+(8y)/3 - 5y rArr 4000 - (7y)/3`. `:.` The saving of A cannot be more than Rs. 4000. ` :.` Hence, the correct answer is option (d). |
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