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The selling price of an iPhone is ₹5,400, after allowing two successive discounts of 10% and 36%. Find the marked price of the iPhone.
Question

The selling price of an iPhone is ₹5,400, after allowing two successive discounts of 10% and 36%. Find the marked price of the iPhone.

A.

₹9,403

B.

₹9,294

C.

₹9,511

D.

₹9,375

Correct option is D

Given:
Selling Price (SP) = 5400
First Discount = 10%
Second Discount = 36%
Formula Used:
Selling Price = Marked Price × (1Discount1100)×(1Discount2100) (1 - \frac{Discount1}{100}) × (1 - \frac{Discount2}{100})​​
Solution:
Let the Marked Price of the iPhone be denoted by MP.
According to the successive discount formula, we substitute the given values.
5400 = MP × (110100)×(136100)(1 - \frac{10}{100}) × (1 - \frac{36}{100})​​

5400 = MP × (90100)×(64100)(\frac{90}{100}) × (\frac{64}{100})​​

MP = 5400×10×1009×64\frac{5400\times 10 \times 100}{9 \times 64} 

MP = 9375

Final Answer
So the correct answer is (d)

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