Question

A small company produces baseball and racquetball by the function B(x)=-6x^2+2,556x-106,878. The profit made from the racquetball products can be represented by the function R(x)=-x^2+293x-16,770. If x is the total number of products made, which function best describes P(x), the profit the company makes from these two products?

Answer 1

profit made from the baseball products

`B(x)=-6x^2+2556x-106878`

Profit made from the racquetball products

`R(x)=-x^2+293x-16770`

Profit made from those 2 products is

`\begin{gathered} P(x)=-6x^2-x^2+2556x+293x-106878-16770 \\ P(x)=-7x^2+2849x-123648 \end{gathered}`