When an article is sold for rs 703 loss incurred is 25 percent less th...
Solution:
Given, Loss incurred = Rs. 703
Profit earned on selling price of Rs. 836 is 25% more than the loss incurred.
Let the cost price of the article be 'C'
Loss incurred = C - Selling price
=> C - Selling price = 703 --------(1)
Profit earned on selling price of Rs. 836 is 25% more than the loss incurred.
Profit earned = 836 - C
=> Profit earned = (125/100) * (C - 703) = (5/4) * (C - 703) --------- (2)
We need to find the selling price of the article when it earns a profit of 20%.
Selling price for a profit of 20% = Cost price + 20% of cost price
=> Selling price = (120/100) * C = 6/5 * C
Substituting the value of selling price in equation (1), we get:
C - (6/5)C = 703
=> (1/5)C = 703
=> C = 3515
Therefore, the cost price of the article is Rs. 3515
Now, we need to find the selling price of the article when it earns a profit of 20%.
Selling price for a profit of 20% = (120/100) * 3515 = Rs. 4218
Therefore, the selling price of the article when it earns a profit of 20% is Rs. 4218.
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Solution:
Given: Loss incurred = Rs. 703, Profit earned on selling price of Rs. 836 is 25% more than the loss incurred.
Let the cost price of the article be 'C'
Loss incurred = C - Selling price, C - Selling price = 703 --------(1)
Profit earned = (125/100) * (C - 703) = (5/4) * (C - 703) --------- (2)
Selling price for profit of 20% = (120/100) * C = 6/5 * C
Substituting the value of selling price in equation (1), we get: C - (6/5)C = 703
After solving, we get the cost price of the article as Rs. 3515
Selling price for a profit of 20% = (120/100) * 3515 = Rs. 4218
Therefore, the selling price of the article when it earns a profit of 20% is Rs. 4218.
When an article is sold for rs 703 loss incurred is 25 percent less th...
Let the profit be x
cost = 836- x
now, loss at ₹703 = x- ¼x = ¾x
so cost = 703 + ¾x
836 - x = 703 + ¾x
therefore X= 76 approx.
now cost = 836 - x = 760
sale price at 20% profit = 760 + 20% of 760 = 912
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