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After allowing a discount of 12% on the marked price, a shopkeeper still gains 21%. The marked price is above the cost price by
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- 25%
- 30%
- 37.5%
- 42.5%
Correct Option: C
Given that , discount = 12% and gains = 21%
C.P. of article = ₹ 100
Marked price be y .
∴ | = 121 | |
100 |
⇒ y = | = ₹ 137.5 | |
88 |
∴ 137.5 - 100 = ₹ 37.5 i.e. 37.5% above C.P.
Second method to solve this question :
Here, r = 12% , R = 21%
With the help of given formula ,
Required percentage = | ![]() | × 100 | ![]() | % | |
100 − r |
Required percentage = | ![]() | ![]() | × 100% | |
100 − 12 |
Required percentage = | × 100% | |
88 |
= | × 100 | |
8 |
Required percentage = | % = 37.5% | |
8 |