Question

Find s.p when c.p=rs435 nd loss 16 percent

Answer 1

Answer :-

The Selling Price is Rs.365.4

Explanation :-

Given :

The Cost Price = Rs.435

Loss % = 16%

To find :

The Selling Price.

Solution :

$\star$ As we know :-

${\boxed{\sf\:{SP = \frac{(100 - loss\%)} {100} \times CP}}}$

$\sf{\implies} \dfrac{100 - 16}{100} \times 435$

$\sf{\implies} \dfrac{84}{100} \times 435$

$\sf{\implies} \dfrac{36540}{100}$

$\sf{\implies}365.4$

$\therefore$ The Selling Price is Rs.365.4

Verification :-

As know the Selling Price, by solving for Loss% we can verify it.

Loss % =

${\boxed{\sf\:{Loss\% = \frac{CP - SP}{CP} \times 100}}}$

$\sf{\implies} \dfrac{435 - 365.4}{435} \times 100$

$\sf{\implies} \dfrac{69.6}{435} \times 100$

$\sf{\implies} \dfrac{6960}{435}$

$\sf{\implies}16$

Loss % = 16%

$\therefore$ The Selling Price is Rs.365.4

Answer 2

$\huge\bold{ANSWER:-}$

Here,

Cost Price (C.P) = Rs 435

Loss%= 16%

Step by step Explanation:-

As we know the formula to calculate Selling Price (S.P) when loss% and C.P is given

$S.P = \frac{(100 - loss\%)}{100} \times C.P \:$

$= \frac{100 - 16}{100} \times 435$

$= \frac{84}{100} \times 435$

$= \frac{36540}{100}$

$= Rs \: 365.4$

Therefore,

As we know that there is loss, therefore the S.P would be lesser than the C.P