Question

A dealer sold two cars for RS.50000 each. If the cost price of first car will b and RS. 45000 for the second car be RS. 65000 . Find his gain or loss percent

Answer 1

Answer:  There will be a loss of 9.09%.

Step-by-step explanation:  Given that a dealer sold two cars for Rs.50000 each. The cost price of first car is RS. 45000 the second car is RS. 65000 .

We are to find the gain or loss percent.

Total Selling price of both the cars is given by

$S.P.=Rs.(2\times50000)=Rs.1000000$

and the total cost price of both the cars is given by

$C.P.=Rs.(45000+65000)=Rs. 110000.$

So, Cost price is greater than the selling price. Therefore, there will be a loss of

$C.P-S.P.=110000-100000=Rs.10000.$

And, the loss percent is given by

$loss\%=\dfrac{loss}{C.P.}\times100\%=\dfrac{10000}{110000}\times100\%=9.09\%.$

Thus, there will be a loss of 9.09%.

Answer 2

Answer:

answer is 100/11 =9.09

Step-by-step explanation:

2×50000=1000000

45000+65000=110000

1000000-110000=10000

10000/110000×100= 100/11 = 9.09