Question

Which function represents the price of any computer after a 10% discount? Let x be the original price and P(x) be the discounted price

Answer 1

This function to find a discounted price of a computer you must knowork how to find a sale price. To do this take the cost of the item on sale and multiply it be the percent that you will pay. I this case the computer is 10% off. Which means you will pay 90%. To show this as a function: P(x)=x*0.90 or P(x)=0.90x. Hope this helped.

Answer 2

Answer:

The required function is f(x)=0.9x.

Step-by-step explanation:

Let x be the original price and P(x) be the discounted price.

It is given that the price of any computer after a 10% discount. It means the price of a product is 10% less than the original price of the computer.

$P(x)=x-10\%x$

$P(x)=x-\frac{10}{100}x$

$P(x)=x-0.1x$

$P(x)=(1-0.1)x$

$P(x)=(0.9)x$

$P(x)=0.9x$

The price of the computer is defined by the function f(x)=0.9x.

Therefore, the required function is f(x)=0.9x.