Question

Seema purchase a cor for Rupees 225400 and spend rupees 10000 on its repair then she sold it for rupees 225000 the profit or loss percent ​

Answer 1

cost of the car when seema purchased = 225401

money seema spent for her car repair = 10000 money she got when she sold her car so here

225401 is greater than 225000

she had sold the car than she bought the car so she will get loss

seema got loss

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Answer 2

As per the data given in the question,

in the above question, it is given that,

Given that cost price of the car is Rs. 225400

Spent 10000 in repairing of car

The selling price of the car is Rs.225000.

We have to find the loss percentage.

Thus the price of the car is,

$=225400+10000\\=Rs.2,35,400$

Here we have to use the formula of loss then the percentage of loss.

Thus loss is equal to selling price minus cost price.

Loss

$\leq = 225000 - 2,35,400 \\\\=-10,400\\Loss=Rs10400$

The loss is Rs. 10,400.

The percentage of loss is,

$\frac{loss}{c.p} \times 100$

$= \frac{10400}{2,35,400} \times 100$

$= 4.248\%$

Hence the gain percentage is 4.28%.