Math 110 Course Resources - Definite Integrals Course Packet on the Fundamental Theorem of Calculus The marginal cost function associated with producing x widgets is given by C'(x) = -0.8x + 65 where C'(x) is measured in dollars/unit and x denotes the number of widgets. Compute the total cost incurred from producing the 11th through 20th units of the day. 473.4 x dollars 9. [0/1 Points] DETAILS PREVIOUS ANSWERS MY NO Math 110 Course Resources - Definite Integrals Course Packet on the Fundamental Theorem of Calculus The marginal cost function associated with producing x widgets is given by C'(x) = -0.8x + 80 where C'(x) is measured in dollars/unit and x denotes the number of widgets. If the daily fixed costs incurred in the production is $600, compute the total cost incurred in producing t first 100 units of the day. 4.6 x dollars