Study the diagram given below and answer the question.
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What is the Total revenue of the Firm at $q_1$? |
The area of rectangle OpA$q_1$ The area of rectangle OEB$q_1$ The area of rectangle [OpA$q_1$ ] – [the area of rectangle OEB$q_1$] Area EB$A_p$ |
The area of rectangle OpA$q_1$ |
The correct answer is option 1: The area of rectangle OpA$q_1$ a. TR = Price × Quantity = Vertical height Op × width O$q_1$ = The area of rectangle OpA$q_1$ b. The firm’s total variable cost at q1 is as follows: TVC = Average variable cost × Quantity = Vertical height OE × Width O$q_1$ = The area of rectangle OEB$q_1$ c. The firm’s profit at $q_1$ = TR – (TVC + TFC) = (The area of rectangle OpA$q_1$ - The area of rectangle OEB$q_1$) - TFC = Area EB$A_p$ - TFC
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