# A and B started a venture with different investments. It was decided that A would get 20% of the profit as salary and the remaining profit would then be equally divided between the two of them. Had the entire profit been divided in the ratio of their investments, B would have received Rs. 5200 more as his share of the profit. The earning of A and B are respectively Rs. 16800 and Rs. 11200. Find the investments of A, if B invested Rs. 82000. Option 1) Rs. 44000Option 2) Rs. 58000Option 3)  Rs. 68000       Option 4) Rs. 77000Option 5) -

The earning of A & B is 16800 and 11200 according to the given condition.
If the profit been divided in the ratio of their investment B received

$= 11200 + 5200 = Rs. 16400$

$Also \: A\: received =Rs.(28000-16400) = Rs. 11600$

Let the investment of A is x

$x/82000=11600/16400$

$=> x= 58000$

$hence \: the \: investment\: of\: A \: is\: Rs. 58000$

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