$C P$ of an item is $R s 450$ . If it is sold at a loss of $10 %$ , then its $S P$ $=$ $. . . . . . . . . . . . .$ $[R s 500 / R s 405]$

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Solution

Given ,
$C P$ of an item $=$ $R s 450$
Loss percent, $l o s s %$ $=$ $10 %$
$S P$ of an item $=$ $. . . . . . . . . .$
Note :
We have the formula to find $S P$ , When $C P$ and $l o s s %$ is given ,
i.e. $S P$ $=$ $\frac{C P (100 - l o s s %)}{100}$
So,
$S P$ $=$ $\frac{450 (100 - 10)}{100}$
$=$ $\frac{450 \times 90}{100}$
$=$ $\frac{40500}{100}$ ( on dividing $40500$ by $100$ , we get $405$ )
$=$ $405$
Therefore, $S P$ $=$ $405$ .
Hence, the answer for given blank is $R s 405$ .

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