Question

A boy spends RS 2000 to purchase two toys. A few day later ,he sells both of them such that he suffers a loss of 8% on the first toy and makes profit of 12% on the second toy he makes no profit, no loss on the whole which of the following is the cost price of the Second toy?

you have 2000 character for your description

Answer as soon as possible

Answer 1

I can't give this answer man

Answer 2

Answer:

Coast Price of Second Toy is Rs. 800

Step-by-step explanation:

Given: Cost Price of both toys = Rs. 2000

           Loss percentage on first toy = 8%

           Profit percentage on second toy = 12%

To find: Cost Price of second toy.

Overall , there is no profit no loss. So, Selling Price of both toys = Rs. 2000

let Cost price of first Toy be x.

⇒ Cost price of 2nd Toy = 2000 - x

Selling Price of first toy = x - 8/100 × x = 92x / 100

Selling Price of Second Toy = $(2000-x)+\frac{12}{100}\times(2000-x)=\frac{112(2000-x)}{100}$

According to the question,

$\frac{92x}{100}+\frac{112(2000-x)}{100}=2000$

$\frac{92x+224000-112x}{100}=2000$

$224000-20x=200000$

20x = 224000 - 200000

20x = 24000

x = 1200

So, Cost price of second toy = 2000 - 1200 = Rs. 800

Therefore, Coast Price of Second Toy is Rs. 800