Difference between two selling price of a shirt at profits $4 %$ and $6 %$ is $R s . 8,$ then the C.P of the shirt is

R s . 150

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R s . 260

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R s . 400

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R s . 880

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Solution

The correct option is B $R s . 400$
Let the C.P. of the shirt be $R s . x .$ Then,

$x + \frac{6}{100} x - (x + \frac{4}{100} x) = 8$

$\frac{2 x}{100} = 8$

$x = 400$

Hence, the C.P. of the shirt is $R s . 400$ .

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Similar questions

The difference between two selling prices of a shirt at profits of $4 %$ and $5 %$ is Rs. 6. Find

(i) C.P of the shirt

(ii) The two selling prices of the shirt

4 %

5 %

R s . 6

Find the selling price, if : (i) C.P. = Rs. 950 and profit = 8% (ii) C.P. = Rs. 1,300 and loss = 13%

The difference between two selling prices of a shirt at profits of 4% and 5% is ₹6.Find

(a) cost price of the shirt

(b) the two selling prices of the shirt

= R s . 25, 695

= R s . 2, 450

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