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An article was sold at a gain of 16%. If it had been sold for 36 more, the gain would have been 20%. The cost price of the article
is
Rs862
Rs900
Rs810
Rs720
- Let's establish the context: An article is sold at a 16% gain. If sold for ?36 more, the gain would be 20%.
- To find the cost price (CP), let's use algebra.
- Define CP as "X".
- With a 16% gain: Selling price (SP) = X + 0.16X = 1.16X.
- With a 20% gain and ?36 more: SP = 1.20X.
- Equation: 1.20X = 1.16X + 36.
- Simplify the equation: 0.04X = 36.
- Solve for X: X = 36 / 0.04 = 900.
- So, the cost price of the article is Rs900.
- Option 1: Rs862 – Incorrect, does not satisfy the equation.
- Option 2: Rs900 – Correct, satisfies all conditions.
- Option 3: Rs810 – Incorrect, calculation mismatch.
- Option 4: Rs720 – Incorrect, too low, equation mismatch.
By: santosh ProfileResourcesReport error
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