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The list price of a clock is ₹ 160. A customer buys it for ₹ 122.40 after two successive discounts. If first discount is 10%, the second is
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- 10%
- 12%
- 15%
- 18%
Correct Option: C
As per given question marked price = 160
After 10% discount, The Selling price
S.P. = | × 160 = ₹ 144 | |
100 |
Let us assume the other discount = D%
∴ | × 144 = ₹ 122.40 | |
100 |
⇒ 100 − D = | |
144 |
⇒ 100 – D = 85
⇒ D = 100 – 85 = 15%
Alternate method to solve this question :
S.P. = M.P. | ||||||
100 | 100 |
⇒ 122.40 = 160 | ||||||
100 | 100 |
= 90 × | ||||
160 | 100 |
= 100 − D2 | |
160 × 90 |
= 100 − D2 | |
16 × 9 |
= 100 − D2 | |
16 × 1 |
⇒ 85 = 100 – D2
⇒ D2 = 15%