If a trader marks the price of an article 50 percent more than the cost price and allows a discount of 30 percent, then what is his profit percentage?
5 percent
This problem involves calculating the final profit percentage for a trader who applies a markup to the cost price and then offers a discount on the marked price.
(\frac{Profit}{CP}) \times 100\%.Let's assume the Cost Price (CP) of the article is $100$. This makes percentage calculations easier.
The trader marks the price 50 percent more than the cost price.
Markup Amount = 50% of CP
Markup Amount = 0.50 \times \$100 = \$50
Marked Price (MP) = CP + Markup Amount
MP = \$100 + \$50 = \$150
The trader allows a discount of 30 percent on the Marked Price.
Discount Amount = 30% of MP
Discount Amount = 0.30 \times \$150
Discount Amount = \$45
The Selling Price is the Marked Price minus the Discount Amount.
Selling Price (SP) = MP - Discount Amount
SP = \$150 - \$45 = \$105
Profit = Selling Price (SP) - Cost Price (CP)
Profit = \$105 - \$100 = \$5
Profit Percentage = (\frac{Profit}{CP}) \times 100\%
Profit Percentage = (\frac{\$5}{\$100}) \times 100\%
Profit Percentage = 0.05 \times 100\% = 5\%
After marking the price 50 percent above the cost price and then allowing a 30 percent discount, the trader makes a profit of 5 percent.
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