Math, asked by mamtadevi6536, 1 month ago

a car dealer sells second hand car for 3,36,000 and makes a profit of 12%. Find the cost price of the car.​

Answers

Answered by hfhviyfd
6

Step-by-step explanation:

sp =336000

profit=12%

let cp=x

x +  \frac{12}{100}  \times x = 336000 \\  \frac{100x}{100}  + \frac{12x}{100}  = 336000 \\  \frac{112x}{100}  = 336000 \\

x =  \frac{336000 \times 100}{112} = 300000

300000 is the cp

Answered by Anonymous
35

GIVEN

\large\text{Selling Price of second hand car }

 \implies3,36,000

 \sf{Profit}

 \implies \: 12 \: \%

To Find

\sf{Cost  \: Price }

Consider

  • Let the cost Price be x

Explanation

\sf{ \implies \frac{12}{10}  \times x = 336000 - x} \\

\sf{ \implies \frac{12x}{10}  + x   = 336000 } \\

\sf{ \implies 112 x   = 336000 \times 100 } \\

\sf{ \implies  x   =  \frac{336000 \times 100}{112}  } \\

 \sf \implies \frac{33600000}{112}  \\

 \implies300000

Therefore

=>> Hence Cost Price second car is 300000 Rs

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