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A. 10(a) A shoe company is going to close one of its two stores and combine all the inventory from both stores. These polynomials represent
the inventory in each store:
Store A:1/2g^2+7/2
Store B: 3g^2-4/5g+1/4
Which expression represents the combined inventory of the two stores?

Answer :

Answer: answer should be A , 7/2g2-4/5g+15/4

Step-by-step explanation:

The combined inventory of the store is 7 / 2 g² - 4 / 5 g + 15 / 4

Combining polynomial

Combining polynomial simply means to add the polynomials. Therefore,

Store A = 1 / 2 g² + 7 / 2

Store B = 3 g² - 4 / 5 g + 1 / 4

The combine inventory of the store is as follows;

Combine inventory  = 1 / 2 g² + 7 / 2 + 3 g² - 4 / 5 g + 1 / 4

Combine like terms

Combine inventory  = 1 / 2 g² + 3 g² - 4 / 5 g  + 7 / 2  + 1 / 4

Combine inventory  = 7 / 2 g² - 4 / 5 g + 15 / 4

Combine inventory  =  7 / 2 g² - 4 / 5 g + 15 / 4

learn more on polynomial here: https://brainly.com/question/2612837

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