A sells a bicycle to B at a profit of 20 % an | vedclass

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(B) Let the cost price $(CP)$ for $A$ be $Rs. x$.$A$ sells the bicycle to $B$ at a profit of $20 \%$,so the selling price for $A$ (which is the cost p

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$1000$

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(B) Let the cost price $(CP)$ for $A$ be $Rs. x$.$A$ sells the bicycle to $B$ at a profit of $20 \%$,so the selling price for $A$ (which is the cost price for $B$) is:$CP_B = x + 0.20x = 1.20x$.$B$ sells the bicycle to $C$ at a profit of $25 \%$,so the selling price for $B$ (which is the cost price for $C$) is:$CP_C = 1.20x + 0.25(1.20x) = 1.20x + 0.30x = 1.50x$.Given that $C$ pays $Rs. 1500$,we have:$1.50x = 1500$.Solving for $x$:$x = \frac{1500}{1.50} = 1000$.Therefore,$A$ paid $Rs. 1000$ for the bicycle.

$A$ sells a bicycle to $B$ at a profit of $20 \%$ and $B$ sells it to $C$ at a profit of $25 \%$. If $C$ pays $Rs. 1500$,what did $A$ pay for it in $Rs.$?

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