Pari marked a toy at 65% above the cost price of ₹6,580. If she offers a discount of 25% on the marked price and customer pays ₹P for the toy, the value of P is:

Correct option is B

Given:

Cost Price (CP) = ₹6,580

Marked Price = 65% above CP

Discount offered = 25% on Marked Price

Formula Used:

Marked Price = CP × (1 + Markup%)

Selling Price = Marked Price × (1 – Discount%)

Solution:

Marked Price = 6,580 × (​1 +$$\frac{65}{100}$$​)

= 6,580 × $$\frac{165}{100}$$​​
= 6,580 × 1.65
= ₹10,857

Selling Price = 10,857 × (1 – $$\frac{25}{100}$$​)
= 10,857 × $$\frac{75}{100}$$​​
= 10,857 × 0.75
= ₹8,142.75

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