Question number 60. Finding the anti derivative of the marginal cost to get the cost function. I assumed that 6,500 is the constant at the end of the function 1-1+1-+ x² + x² +6,5.00 +Domonick Time...OneLoginplus.pearson.comWeek 10 Writte...Chapter 4: Inteev-volumes.com.)a) Find a function S(t) that models the yearly world-wide sales of electric vehicles t years since 2013.b) Estimate the yearly worldwide sales in 2020.60. Total cost from marginal cost. Solid Rock Industriesdetermines that the marginal cost, C'(x), of producingthe xth climbing harness is given byC'(x) = x³ - x.Find the total-cost function, C, assuming that C(x) is indollars and that fixed costs are $6500.61. Total profit from marginal profit. Eloy Chutes determinesthat the marginal profit, P'(x), in hundreds of dollarsper unit, from selling the xth parachute is given byP'(x) = 0.02x - 1.45.a) Find the total-profit function, P, assuming thatP(0) = 0.b) How many parachutes does Eloy Chutes need to sellto break even?62. Total revenue from marginal revenue. Taylor Ceramicsdetermines that the marginal revenue, R'(x), in dollarsper unit, from selling the xth vase is given byR'(x) = 1.68x2 + x + 2.5.Find the total-revenue function, R, assuming that R(0) = 0.63. Supply from marginal supply. Keans Corporation findsshat the ratewhichICSocial a

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60. Total cost from marginal cost. Solid Rock Industries determines that the marginal cost, C'(x), of producing the xth climbing harness is given by C'(x) = x²³ - x. Find the total-cost function, C, assuming that C(x) is in dollars and that fixed costs are $6500.

60. Total cost from marginal cost. Solid Rock Industries determines that the marginal cost, C'(x), of producing the xth climbing harness is given by C'(x) = x²³ - x. Find the total-cost function, C, assuming that C(x) is in dollars and that fixed costs are $6500.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 92E

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Question number 60. Finding the anti derivative of the marginal cost to get the cost function. I assumed that 6,500 is the constant at the end of the function