Latest campus Aptitude Question SOLUTION: Q. Man earns x% on the first Rs. 2,000 and y% on the rest of his income. If he earns Rs. 700 from Rs. 4,000 and Rs. 900 from Rs. 5,000 of income, find x %.

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Q. Man earns x% on the first Rs. 2,000 and y% on the rest of his income. If he earns Rs. 700 from Rs. 4,000 and Rs. 900 from Rs. 5,000 of income, find x %.

Asked In campus vishnu (11 years ago)

Solved Garima Read Solution (3)

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manikanta  (8 years ago)

When total income is Rs. 4000, a man earns x% on first Rs.2000 and y% on Rs.2000.

2000x/100 + 2000y/100 = 700

When total income is Rs. 5000, a man earns x% on first Rs.2000 and y% on Rs.3000.

2000/100 + 3000y/100 = 900

The equations can be simplified to

x + y = 35 and 2x + 3y = 90

Solving these two equations simultaneously, x = 15%.

Is this solution Helpfull? Yes (12) | No   

Garima  (11 years ago)

Diff of earning on Rs 1000 @ y% = 900-700= Rs 200
so y = 20 %
then earning on first Rs 2000 @ x% = 700- 2000*20/100 = Rs 300
so x= 300*100/2000 = 15%

so x= 15% and y = 20%

Is this solution Helpfull? Yes (6) | No (1)  

Garima  (11 years ago)

x= 1.5% and y = 2%

Is this solution Helpfull? Yes (2) | No (5)  

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