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A company makes video games. The price of a video game is modeled by the function p(x) = 30x + 2, where x is the number of years since the company started producing games. The number of video games they sell is modeled by the function s(x) = 500x + 250. To find the total revenue from their video games, the company should use what operation on the polynomials?

Respuesta :

Hagrid
To solve this problem, First, you need to get the value of x which represents the number of years the company is operating. if you get the value of x substitute to the polynomials above. Then, multiply the value of p(x) and s(x) then multiply it again to the number of years "x".

Answer:

p(x)*s(x)=1500x^ +8500x +500

Step-by-step explanation:

They should use:

p(x)*s(x) (price/unit * units sold)

keep in mind that they have to know the value for "x".

Then: p(x)*s(x)= (30x +2)*(500x +250) =

using distributive property:

p(x)*s(x)= ^2 +7500*x +1000x +500 = 1500x^ +8500x +500

p(x)*s(x)=1500x^ +8500x +500

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