C(x)=140x+1000 and R(x)=120x Should the manger not decide or decide to go ahead

Question

C(x)=140x+1000 and R(x)=120x Should the manger not decide or decide to go ahead with the production. Quiz: Quiz 2: sections 1.1,1.2, 2.1 This Question: 1 pt Help the diatia he munit decid whether to go ahead with production of the new product Analyre the Solowing data (find a break -even quantity) and then decide what the manager would do in this case Also, wrihe the profle lunction C(x) 140x 1000 and Rx) 120x The break-wen quantity is units What would the manager decide to do in this case? O A. The manager would decide to not go ahead with the production O B. The manager would decide to go ahead with the production P(x)-Q(Simpify your answer) 010 e " Type here to search (D

Explanation / Answer

Given that

C(x)=140x+1000 and R(x)=120x

We know that

Profit function P(x) = R(x) - C(x)

P(x) = 120x - ( 140x+1000 )

= 120x - 140x - 1000

P(x) = - 20x - 1000

Therefore,

The  profit function P(x) =  - 20x - 1000

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