Question

Saraswati College purchased a computer for their lab
the discount of 10% was on the printed price of computer rate of GST charged was 18% purchase price for computer is 47790 find the printed price of computer​

Answer 1

Answer:

CP=SP× 100/100+profit /-lose%

but there is less and more both

then

CP=47790×100/100+10-18

COMES= 51945

Answer 2

Printed price of the computer would be 45000.

Step-by-step explanation:

Consider the printed price of the computer is x,

After getting discount of 10%,

New price of the computer = (100-10)% of printed cost

= 90% of x

$=\frac{90x}{100}$

= 0.9x

Now, if there is a tax of 18%,

Then the final cost of the computer = (100+18)% of price after discount

= 118% of 0.9x

$=\frac{118\times 0.9x}{100}$

$=\frac{106.2x}{100}$

= 1.062x

According to the question,

$1.062x = 47790$

$\implies x =\frac{47790}{1.062}=45000$

Hence, printed price of the computer would be 45000.

#Learn more:

The price of a computer is 27000. The GST charged is 12% Find the amount to be paid. ​

https://brainly.in/question/13619689