A sells a Laptop to B at a loss of 25% and B sells the laptop to C at a profit of 40%. If C purchased the laptop for ₹4,998, then what was the cost price (in ₹) of the laptop for A?
4,760
C’s purchase price = B’s selling price = ₹4,998.
B sold at 40% profit, so B’s cost price = \(\frac{4998}{1.40} = 3570\).
A sold to B at 25% loss, so 0.75 × (A’s cost price) = 3570.
A’s cost price = \(\frac{3570}{0.75} = 4760\).
Hence, 4,760.
Similar Questions
P sells a Laptop to Q at a loss of 40% and Q sells the laptop to R at a profit of 25%. If R purchased the laptop for ₹8946, then what was the cost price (in ₹) of the laptop for P?
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