Question
Selling price of article βAβ when sold at a profit
of 25% is Rs. 230 more than its selling price when sold at a loss of 21%. If the cost price of article βBβ is Rs. 80 more than that of βAβ, then find the cost price of article βBβ.Solution
Let the cost price of article βAβ = Rs. β100yβ Then, selling price of the article when it is sold at a profit of 25% = 1.25 Γ 100y = Rs. β125yβ And, selling price of the article when it is sold at a loss of 21% = 0.79 Γ 100y = Rs. β79yβ According to the question, 125y β 79y = 230 Or, y = (230/46) Or, y = 5 So, cost price of article βAβ = 100 Γ 5 = Rs. 500 Therefore, cost price of article βBβ = 500 + 80 = Rs. 580
A trader allows two successive discounts of x% and y% on the marked price of an article. Is the selling price of the article less than Rs. 18,000?
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