TC = AC * Q = (4Q + 6) * Q = 4Q^2 + 6Q
MC = d(TC)/dQ = 8Q + 6
FC = AC - AVC = (4Q + 6) - 4 = 4Q + 2
VC = TC - FC = (4Q^2 + 6Q) - (4Q + 2) = 4Q^2 + 2Q
AVC = VC/Q = (4Q^2 + 2Q)/Q = 4Q + 2
AFC = FC/Q = (4Q + 2)/Q = 4 + 2/Q
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5. TC = Q^3 - 61.25Q^2 + 1528.5Q + 2000
AVC = VC/Q = (Q^3 - 61.25Q^2 + 1528.5Q + 2000)/Q = Q^2 - 61.25Q + 1528.5 + 2000/Q
AFC = FC/Q = (2000/Q)
AC = TC/Q = (Q^3 - 61.25Q^2 + 1528.5Q + 2000)/Q = Q^2 - 61.25Q + 1528.5 + 2000/Q
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