Question

Rakesh bought an old car rs 150000 and spent rs 25000 on its repairs .he sold the car for rs 200000. Find his gain or loss per cent.

Answer 1

$\boxed{\underline{\huge{Answer}}}$

Given,

• CP of computer = 150000 rupees
• Amount spent = 25000
• Selling price = 200000
• Gain = ?

∵ total cost price = 175000

Therefore,

                   Gain = SP - CP

                            => 200000 - 175000

                           => 25000

Now gain percentage :

                                             Gain% = $\frac{gain}{CP}\times 100$

                                             =>        $\frac{25000}{175000} \times 100$

                                                    => $\frac{100}{7}$ percentage

Answer => $\frac{100}{7}$ %

important points :

1] Cost price => The price at which an item is purchased by a seller called cost price

2] Selling price => The price of an item is sold by a seller is called selling price

Answer 2

Step-by-step explanation:

$\huge\underline\yellow{\sf Answer :-}$

Cost price of Car = 150000

He spent Rs 25000 after buying car so, the New cost price will be ( 150000+25000) = Rs175,000

$\large\implies{\sf }$ Selling price of Car = 200000

$\large\implies{\sf }$We know that Profit = S.P.- C.P

• $\large\implies{\sf }$(200000-175000)= Rs 25,000

$\large\implies{\sf }$Profit%= $\large{\sf {\frac{</strong><strong>Profit</strong><strong>}{</strong><strong>C</strong><strong>.</strong><strong>P</strong><strong>}}}$ x 100

$\large{\sf {\frac{25000}{175000}}}$ x 100

$\large\implies{\sf }$ $\large{\sf {\frac{</strong><strong>1</strong><strong>0</strong><strong>0</strong><strong>}{</strong><strong>7</strong><strong>}}}$ %