The cost price of a computer is $R s . 19, 500$ . An additional $R s . 450$ was spent on installing a software. If it is sold at $12$ % profit, find the selling price of the computer

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Solution

Cost price of the computer is $R s . 19, 500 + R s . 450$ (over head expenses) $= R s . 19, 950$ . The computer is sold at a profit of $12$ %.
Therefore,
selling price $= \frac{(100 + g a i n)}{100} \times C . P .$
$= \frac{(100 + 12)}{100} \times 19950$
$= \frac{112}{10} \times 1995$
$= 22344$ .
Thus the selling price is $R s . 22, 344$ .

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The cost price of a computer is Rs.19,500. An additional Rs.450 was spent on installing a software. If it is sold at 12% profit, find the selling price of the computer

Cost price of the computer is Rs.19,500+Rs.450 (over head expenses) =Rs.19,950. The computer is sold at a profit of 12%.Therefore,selling price =(100+gain)100×C.P.=(100+12)100×19950=11210×1995=22344.Thus the selling price is Rs.22,344.

The cost price of a computer is $R s . 19, 500$ . An additional $R s . 450$ was spent on installing a software. If it is sold at $12$ % profit, find the selling price of the computer