Question: 1)A company's cost function is C(q) = 2320 + 3.8q + 0.004q^2 and their revenue function isR(q) = 12.2q 0.002q^2. What is the production level

1)A company's cost function is C(q) = 2320 + 3.8q + 0.004q^2 and their revenue function isR(q) = 12.2q 0.002q^2.

What is the production level that maxizes profit?

2) At what unit does this cost function start increasing? (Hint: It is not 80,000) C(q) = 0.001q^3 0.75q^2 + 456q + 80,000

3) Fabric has a cost function of C(x)=1800+12x-0.1x^2+0.0005x^3 and the company charches p(x)=30-0.00021x dollars per yard. The estimated maximum production level is 202 but what is the approximate maximum production level?

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