Answer
the firm produces at MC=P
MC is a change in the total cost and it is found by the differentiation of the total cost function
MC=8q
now equating with price
8q=16
q=2 units
Profit=TR-TC
TR=P*Q=16*2=32
TC=4*2^2=16
Profit=32-16=$16
the profit is $16
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(1)A firm in a perfectly competitive market sells all its product (Q) at a constant price (P) of $60. Suppose the total cost function (TC) for this firm is described by the following equation: 2 3 TC(Q) = 128 +690 - 140 + Q (a)Form the profit function and determine the output that maximizes the firm's profit. Evaluate the second order condition to assure that...
Can you label each one please .
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(1)A firm in a perfectly competitive market sells all its product (Q) at a constant price (P) of $60. Suppose the total cost function (TC) for this firm is described by the following equation: 2 3 TC(Q) = 128 +69Q - 140 + Q (a)Form the profit function and determine the output that maximizes the firm's profit. Evaluate the second order condition to assure that profit is maximized at...