- The problem provides the cost price (CP), profit percentage on CP, and discount percentage on marked price (MP). - First, calculate the Selling Price (SP) using the cost price and profit percentage: SP = CP + (Profit % of CP). Profit = 32% of 2500 = 0.32 2500 = Rs. 800. SP = 2500 + 800 = Rs.
A shopkeeper gives 12% discount on certain goods on marked price. However he still makes gross profit of 32% on cost price. If Rs. 2500 is cost price of that goods what is the marked price of that goods?
Asked in GPSC Prelims CSP 1 2019 · Topic: Tertiary Sector (Key Sub-sectors within Services: Overview and Interlinkages)
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- - The selling price is also the marked price after the discount is applied. So, SP = MP - (Discount % of MP). Discount = 12% of MP = 0.12 MP. Substitute the calculated SP into this equation: 3300 330000 / 88. - Simplifying the fraction: MP = 82500 / 22 = 41250 / 11 = 3750. 135. A shopkeeper marks the price of three identical articles, first, 60% above the Cost Price; second, 45% above the Cost Price and the third, 40% above the cost price. If he gives discount of 25% on first article, 20% on the second article and 15% on the third one, what is his overall profit percentage?
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