Question

Please help me solve this question on my algebra 1 homework

Answer 1

Given:

Two polynomials represent all the inventory of the stores

`\begin{gathered} A\colon(1)/(3)g^2+(5)/(2) \\ B\colon2g^2-(3)/(4)g+(3)/(4) \end{gathered}`

To find the expression that represents the combined inventory of the two stores, we will add (A) and (B)

So, the expression will be:

`\begin{gathered} ((1)/(3)g^2+2g^2)+(-(3)/(4)g)+((5)/(2)+(3)/(4)) \\ \\ =(7)/(3)g^2-(3)/(4)g+(13)/(4) \end{gathered}`

So , the answer will be:

`(7)/(3)g^2-(3)/(4)g+(13)/(4)`