A firm's demand function is given by p = 234 - 5q, where p and q denote the price and quantity, respectively. The firm has fixed costs of £165 and variable costs of £132 per unit produced. Find the firm's total cost function C(q), revenue function R(q) and profit function r(g), and consider the following statements. Which of these statements is true? (NB: More than one statement might be true. Select ALL statements that you think are true. Partial points are added for each correct answer and subtracted for each incorrect answer.)

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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A firm's demand function is given by p = 234 - 5q, where p and q denote the price and quantity,
respectively. The firm has fixed costs of £165 and variable costs of £132 per unit produced. Find
the firm's total cost function C(q), revenue function R(q) and profit function n(g), and consider the
following statements. Which of these statements is true?
(NB: More than one statement might be true. Select ALL statements that you think are true. Partial
points are added for each correct answer and subtracted for each incorrect answer.)
The revenue function is R(g) = 234 - 5q?
%3D
O The revenue function is R(g) = 234g - 5q?
O The profit function is n(g) = 1029 - 5q? + 165
O The total cost function is C(g) = 132g + 165
!3!
The profit function is n(g) = 366q - 5q? - 165
O The total cost function is C(q) = 165g + 132
Transcribed Image Text:A firm's demand function is given by p = 234 - 5q, where p and q denote the price and quantity, respectively. The firm has fixed costs of £165 and variable costs of £132 per unit produced. Find the firm's total cost function C(q), revenue function R(q) and profit function n(g), and consider the following statements. Which of these statements is true? (NB: More than one statement might be true. Select ALL statements that you think are true. Partial points are added for each correct answer and subtracted for each incorrect answer.) The revenue function is R(g) = 234 - 5q? %3D O The revenue function is R(g) = 234g - 5q? O The profit function is n(g) = 1029 - 5q? + 165 O The total cost function is C(g) = 132g + 165 !3! The profit function is n(g) = 366q - 5q? - 165 O The total cost function is C(q) = 165g + 132
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