Question : The difference between the cost price and the selling price is INR 143. If the profit percentage is 26%, then what is the selling price?
Option 1: INR 603
Option 2: INR 676
Option 3: INR 693
Option 4: INR 713
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Correct Answer: INR 693
Solution : Let the cost price be $x$. Profit is 26%. So, selling price $=\frac{100+26}{100}×x=\frac{63x}{50}$ According to the question, $\frac{63x}{50}-x=143$ $⇒13x=143×50$ $\therefore x=550$ So, selling price $=\frac{63x}{50}=\frac{63×550}{50}=693$ Hence, the correct answer is INR 693.
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Question : The selling price of an article is four times of its cost price. If the selling price is reduced by INR 300, then the profit becomes 250%. What is the cost price of the article?
Option 1: INR 400
Option 2: INR 450
Option 3: INR 800
Option 4: INR 600
Question : The difference between the cost price and the selling price is Rs. 341. If the profit percentage is 22 percent, then what is the selling price?
Option 1: Rs. 1972
Option 2: Rs. 1752
Option 3: Rs. 1891
Option 4: Rs. 1830
Question : The cost price of an article is INR 350. If the profit percentage is 35%, then what is the value of profit?
Option 1: INR 145.6
Option 2: INR 122.5
Option 3: INR 135.6
Option 4: INR 112.8
Question : The selling price of an article is INR 520. If the loss percentage is 20%, then what is the cost price of the article?
Option 1: INR 600
Option 2: INR 650
Option 3: INR 700
Option 4: INR 720
Question : If the selling price and cost price of a shirt are Rs. 945 and Rs. 750 respectively, then what is the profit percentage?
Option 1: 25%
Option 2: 22%
Option 3: 26%
Option 4: 28%
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