Q3. A shopkeeper buys 300 bowls for
36,000. The cost of each bowl is the
same. Of these bowls, he sells 100
bowls at a loss of 10%. What must be
the selling price of each of the
remaining bowl in order to earn an
overall profit of 25%?
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Answer:
The final 200 bowls need to be sold at a rate of 108.3333
Step-by-step explanation:
Given,
A shopkeeper has bought 300 bowls for 36000. He has sold 100 bowls for a loss of 10%. We need to find the selling price of each remaining bowl to have an overall profit of 25%.
Price of one Bowl = 36000 / 300 = 83.3333
Let x is the selling price of the first 100 bowls.
Let y is the selling price of the next 200 bowls.
Loss = 83.3333 - x
10 = 83.333 - x
x = 83.333 - 10
x = 73.3333
Then,
25 = 200 * x - 83.333
25 + 83.333 = 108.3333
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