Question

Rahul bought a computer for are 52,000 and spent Rs 4000 on its repairs.lf he sells it at Rs 47,000, what will be his loss percentage?

Answer 1

Total cp=Rs.52000+4000=Rs.56000
Sp=Rs.47000
Cp>Sp
Loss=Cp - Sp
=Rs.(56000-47000)
=Rs.9000

Loss%=loss/cp×100
=9000/56000×100
=9000/560
=900/56
=16.07%

Answer 2

Answer:The loss percentage is 16.07%

Step-by-step explanation:

Given:Cost price of computer is Rs.52000 and $Rahul$spent Rs 4000 on its repairing.He sells the computer at Rs.47000.

To find:We have to find the loss percentage.

Explanation:

Step 1:Cost price of the car is Rs.52000

i.e.                        $C.P.=Rs.52000$

Step 2:As $Rahul$repairs the computer and spent Rs.4000 on it.

∴ Total cost of the car $=Rs.52000+Rs4000$

                                     $=Rs.56000$

Step 3:Selling price of the computer is Rs.47000.

i.e.                          $S.P.=Rs.47000$

Step 4:As the selling price is less than the cost price.Therefore Rahul having loss on selling the computer.

∴    $Loss= C.P - S.P.$

⇒   $Loss=Rs.56000-Rs.47000$

⇒   $Loss=Rs.9000$

∴$Rahul$ having loss of Rs.9000 on selling his computer.

Step 5:The loss percent can be given by the formula,

⇒                     $Loss$%$=\frac{Loss}{C.P.}$×$100$

⇒                     $Loss$%$=\frac{9000}{56000}$×$100$

⇒                     $Loss$%$=\frac{900000}{56000}$

⇒                      $Loss$%$=16.07$%

∴ The loss percentage is 16.07%

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