Question

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Find the profit or loss % If C.P is Rs.100 and S.P is Rs.150..
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Answer 1

$\large\fbox\colorbox{pink}{Answer }$

By, comparing C.P and S.P

C.P < S.P, i.e, ( ₹100 < ₹150 )

So, here is profit.

ATQ, ( according to the question )

Profit % = SP - CP = 150-100 = 50

Now,

By applying the formula of profit %

$SP =( \frac{ profit \times 100}{C.P} ) \\ \\ = \frac{50 \times 100}{100} = 50$

there fore, the profit % here, is of 50%

$\tiny\textrm{ hope this will help you brainlist please }$$\large{\red{\ddot{\smile}}}$

Answer 2

Answer :-

• The profit percent is 50%

To find :-

• The profit or loss % if C.P is Rs 100 and S.P is Rs 150.

Solution :-

• For finding the profit or loss %, we first have to find out the profit or loss.

We know that :-

• When the S.P is greater than the C.P, there is a profit.

• When the C.P is greater than the S.P, there is a loss.

Here,

• Cost price = Rs 100.
• Selling price = Rs 150.

Clearly :-

• The S.P is greater than the C.P. Hence, there is a profit.

Now, we know that :-

$\underline{ \boxed{ \sf Profit = Selling \: Price - Cost \: Price}}$

Here,

• Cost price = Rs 100.
• Selling price = Rs 150.

Hence,

$\boxed{\bf Profit = 150 - 100}$

$\boxed{\bf Profit = Rs \: 50.}$

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• Now, the profit is Rs 50, so let's find the profit percent!

We know that :-

$\underline{ \boxed{\sf Profit \: \% = \dfrac{Profit}{Cost \: Price} \times 100}}$

Here,

• Profit = Rs 50.
• Cost price = Rs 100.

Substituting the given values in this formula,

$\longmapsto \tt Profit \: \% = \dfrac{50}{100} \times 100$

$\longmapsto\tt Profit \: \% = \dfrac{5 \!\!\!\not0}{1 \!\!\!\not0 \!\!\!\not0} \times 10\!\!\! \not0$

$\longmapsto \tt Profit \: \% = \dfrac{5}{1} \times 10$

$\longmapsto \tt Profit \: \% = 5 \times 10$

$\longmapsto\overline{ \boxed{\tt Profit \: \% = 50\%}}$

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