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The selling price of an article is Rs 2,28,528. A shopkeeper marks its price 15% above its cost price and gives a discount of 10%. The
cost price is:
Rs2,20,800
Rs2,58,740
Rs2,87,390
Rs2,18,650
- The shopkeeper sets the price 15% higher than the cost price.
- Let the cost price be \( x \).
- The marked price becomes \( x + 0.15x = 1.15x \).
- Then, a discount of 10% is given on the marked price.
- The selling price after a 10% discount: \( 1.15x \times 0.90 = 1.035x \).
- This selling price equals Rs 2,28,528.
- Solve for \( x \):
$$1.035x = 2,28,528$$
$$x = \frac{2,28,528}{1.035}$$
$$x = 2,20,800$$
- Therefore, the cost price is Rs 2,20,800.
- Correct Answer: Option 1 – Rs 2,20,800.
.
By: santosh ProfileResourcesReport error
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