A man sold his two cars for Rs. 4.5 lakh each | vedclass

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(D) Selling price of each car $(SP)$ = $Rs. 4,50,000$.Total $SP$ = $4,50,000 + 4,50,000 = Rs. 9,00,000$.For the first car: $SP = 4,50,000$, Profit = $

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loss of $Rs. 37500$

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(D) Selling price of each car $(SP)$ = $Rs. 4,50,000$.Total $SP$ = $4,50,000 + 4,50,000 = Rs. 9,00,000$.For the first car: $SP = 4,50,000$, Profit = $20\%$.Cost Price $(CP_1)$ = $SP / (1 + Profit\%) = 4,50,000 / 1.2 = Rs. 3,75,000$.For the second car: $SP = 4,50,000$, Loss = $20\%$.Cost Price $(CP_2)$ = $SP / (1 - Loss\%) = 4,50,000 / 0.8 = Rs. 5,62,500$.Total $CP = CP_1 + CP_2 = 3,75,000 + 5,62,500 = Rs. 9,37,500$.Since Total $CP$  >  Total $SP$, there is a loss.Loss = Total $CP - $ Total $SP = 9,37,500 - 9,00,000 = Rs. 37,500$.

$A$ man sold his two cars for $Rs. 4.5$ lakh each. In the sale of the first car, he incurred $20\%$ profit, and in the sale of the second, he incurred $20\%$ loss. What is the total amount of profit or loss?

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