Let C(x) be the cost function of producing x numbers of cycles by a company. Which one of the following statement is correct if the marginal cost when x = 10, dC dx = C'(10) = 150. (Hint: Look at the note of section 2.3 in page 28 "interpretations" or watch the youtube video with the line in page 28) O The total cost of producing 10 cycles is about $150. O When 10 cycles have been produced, the marginal cost $150 meaning that to produce one more cycle, the costs is about $150. O The cost of producing 9 the cycle is about $150. O The total cost of producing one cycle is about $150.
Let C(x) be the cost function of producing x numbers of cycles by a company. Which one of the following statement is correct if the marginal cost when x = 10, dC dx = C'(10) = 150. (Hint: Look at the note of section 2.3 in page 28 "interpretations" or watch the youtube video with the line in page 28) O The total cost of producing 10 cycles is about $150. O When 10 cycles have been produced, the marginal cost $150 meaning that to produce one more cycle, the costs is about $150. O The cost of producing 9 the cycle is about $150. O The total cost of producing one cycle is about $150.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section: Chapter Questions
Problem 26MCQ
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