Question

a car sold at 120000₹at loss of 25% find the cost price of car ​

Answer 1

Given

• Car sold at ₹ 120000 at loss of 25%

We Find

• Cost price of car

We know

Formula used For C.P.

Loss = Selling Price × Loss percentage / 100

According to the question

$loss \: = \frac{selling \: price \times loss \: percentage}{100} \\ \\ = loss = \frac{120000 \times 25}{100} \\ \\ = loss = \frac{3000000}{100} \\ \\ = loss = \cancel \frac{3000000}{100} \\ \\ = loss = 30000$

So, Loss is ₹ 30,000

We Find the Cost Price

C.P. = Selling price + Loss

C.P. = 1,20,000 + 30000

C.P. = 1,50,000

Hence Cost Price of Car is ₹ 1,50,000.

Answer 2

Answer:

Given

Car sold at ₹ 120000 at loss of 25%

We Find

Cost price of car

We know

Formula used For C.P.

Loss = Selling Price × Loss percentage / 100

According to the question

\begin{gathered}loss \: = \frac{selling \: price \times loss \: percentage}{100} \\ \\ = loss = \frac{120000 \times 25}{100} \\ \\ = loss = \frac{3000000}{100} \\ \\ = loss = \cancel \frac{3000000}{100} \\ \\ = loss = 30000\end{gathered}

loss=

100

sellingprice×losspercentage

=loss=

100

120000×25

=loss=

100

3000000

=loss=

100

3000000

=loss=30000

So, Loss is ₹ 30,000

We Find the Cost Price

C.P. = Selling price + Loss

C.P. = 1,20,000 + 30000

C.P. = 1,50,000

Hence Cost Price of Car is ₹ 1,50,000.