Question

If cost price of 10 calculators is equal to selling price of 16 calculators. Find profit or loss perceperce.​

Answer 1

Answer:

Given :

\textsf{Cost of 10 calculator = Selling price of 16 calculator}Cost of 10 calculator = Selling price of 16 calculator

To find :

\textsf{Profit or loss percentage of the calculator}Profit or loss percentage of the calculator

Concept :

To find the loss or profit percent use this formula :

\sf\boxed{\dfrac{10}{16}\times100\%}

16

10

×100%

If the answer will come above the 100 % . Then , the price will be at profit . And to find profit percent subtract the answer with the 100 % .

And if there the answer will come below 100 % . Then , the price go loss . And if it will be loss then subtract 100 % with the answer .

Solution :

\sf\implies{\dfrac{10}{16}\times100\%}⟹

16

10

×100%

\sf\implies{\dfrac{10}{4}\times25}⟹

4

10

×25

\sf\implies{\dfrac{\cancel{250}}{\cancel{4}}}⟹

4

250

\sf\implies{62.5\%}⟹62.5%

So , answer came below the 100 % . So , it is the loss .

Now , loss percent -:

\sf\implies{L\%=100\%-62.5\%}⟹L%=100%−62.5%

\sf\implies{L\%=37.5\%}⟹L%=37.5%

So , the loss percentage is 37.5 % .

Answer :

Loss percentage = 37.5 %

Step-by-step explanation:

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