A man buys a table and a chair for Rs., 500. | vedclass

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Question

Let the price of Table be $T$

Let the price chair be $C$

$T + C =500$ ... $(I)$

$C 	imes 10 \%- T 	imes 10 \%=10$

$C 	imes \frac{1}{10}

Vedclass · Accepted Answer

$300$

Vedclass · Answer

Let the price of Table be $T$

Let the price chair be $C$

$T + C =500$ ... $(I)$

$C 	imes 10 \%- T 	imes 10 \%=10$

$C 	imes \frac{1}{10}-T 	imes \frac{1}{10}=10$

$C-T=100$ $...(II)$

Solving $(I)$ and $(II)$ we get $C=300$ and $T=200$

A man buys a table and a chair for $Rs.\, 500.$ He sells the table at a loss of $10 \%$ and the chair at a gain of $10 \% .$ He still gains $Rs.\, 10$ on the whole. The cost price of chair in rupees is

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