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The weekly cost of producing toys is TC= C (Q) = 1+2*Q^2 and the demand for your product is given by Q(P) = 4-0.5*P What

The weekly cost of producing toys is TC= C (Q) = 1+2*Q^2 and the demand for your product is given by Q(P) = 4-0.5*P

  1. What price and quantity should you produce to maximize profit?
  2. What profits do you expect to earn? (Please use graphs to support your answer)

Note: Please make sure to include how you solved for the inverse function p= 8-2Q . I'm so lost on that step onward

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