As per the information provided, the price of the good being $1.50 and the production being efficient, the firm would discern:
e). Economic profit of $2.
Given that,
Quantity of the product [tex]= 10[/tex] units
Price of the product = $ [tex]$1.50[/tex]
Cost of labor(w) [tex]=[/tex] $ [tex]2[/tex]
Cost of capital(r) [tex]=[/tex] $ [tex]3[/tex]
As we know,
Total Revenue = Price × Quantity
= $ [tex]$1.50[/tex] × [tex]10[/tex]
= $ 15
Total cost = (wL + rK)
= (2 * 4 + 3 * 2)
= (8 + 6)
= $ 14
Profit = Total Revenue - Total cost
= $ 15 - $ 14
= $1
Since r is the constant, the total profit would be of $1 + $1 = $2.
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