Question

the distance travelled during this time period. [6] b. If the marginal cost, C'(x), of manufacturing an electric power cable is a function of the length of cable, x, calculate the total cost C(x), if $C'(x) = \sin x \ e^{1-\cos x}$. [Hint: Assume a length within the interval $0 < x \le 500$]. [10]

          the distance travelled during this time period.
[6]
b. If the marginal cost, C'(x), of manufacturing an electric power cable is a function of the
length of cable, x, calculate the total cost C(x), if $C'(x) = \sin x \ e^{1-\cos x}$. [Hint: Assume
a length within the interval $0 < x \le 500$].
[10]

the distance travelled during this time period.
[6]
b. If the marginal cost, C'(x), of manufacturing an electric power cable is a function of the
length of cable, x, calculate the total cost C(x), if C'(x) = sin x e^1-cos x. [Hint: Assume
a length within the interval 0 < x ≤ 500].
[10]

Added by Robert A.

Principles of Economics

Gregory Mankiw 8th Edition

Instant Answer

Solved by Expert Yi Zhe

07/14/2022

Step 1

Therefore, to find the total cost, we need to integrate the marginal cost function. Show more…

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the distance travelled during this time period. [6] b. If the marginal cost, C'(x), of manufacturing an electric power cable is a function of the length of cable, x, calculate the total cost C(x), if C'(x) = sinxel-cosx, [Hint: Assume a length within the interval 0 < x ≤ 500]. [10]