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The total sales of a company (in millions of dollars) t months from now are given by S(t) = 0.02t° + 0.8t +8t + 6. (A) Find S'(t). (B) Find S(3) and S'(3) (to two decimal places). (C) Interpret S(11) = 217.42 and S'(11) = 32.86. (A) S'(t) = (B) S(3) = S'(3) = (C) Choose the correct interpretation of S(11) = 217.42. A. In approximately 217 months the sales will be $11 million dollars. B. The total sales 11 months from now will be $217.42 million dollars. OC. In approximately 217 months the sales will be increasing by $11 million per month. OD. In 11 months the sales will be increasing at a rate of $217.42 million per month. Choose the correct interpretation of S'(11)= 32.86. A. In approximately 33 months the sales will be increasing by $11 million per month. B. In 11 months the sales will be increasing at a rate of $32.86 million per month. C. In approximately 33 months the sales will be $11 million dollars. D. The total sales 11 months from now will be $32.86 million dollars.

The total sales of a company (in millions of dollars) t months from now are given by S(t) = 0.02t° + 0.8t +8t + 6. (A) Find S'(t). (B) Find S(3) and S'(3) (to two decimal places). (C) Interpret S(11) = 217.42 and S'(11) = 32.86. (A) S'(t) = (B) S(3) = S'(3) = (C) Choose the correct interpretation of S(11) = 217.42. A. In approximately 217 months the sales will be $11 million dollars. B. The total sales 11 months from now will be $217.42 million dollars. OC. In approximately 217 months the sales will be increasing by $11 million per month. OD. In 11 months the sales will be increasing at a rate of $217.42 million per month. Choose the correct interpretation of S'(11)= 32.86. A. In approximately 33 months the sales will be increasing by $11 million per month. B. In 11 months the sales will be increasing at a rate of $32.86 million per month. C. In approximately 33 months the sales will be $11 million dollars. D. The total sales 11 months from now will be $32.86 million dollars.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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The total sales of a company (in millions of dollars) t months from now are given by S(t) = 0.02t + 0.812 +: + 8t + 6. (A) Find S'(t). (B) Find S(3) and S'(3) (to two decimal places). (C) Interpret S(11) = 217.42 and S'(11) = 32.86. (A) S'(t) = (B) S(3) =| S'(3) = (C) Choose the correct interpretation of S(11) = 217.42. OA. In approximately 217 months the sales will be $11 million dollars. OB. The total sales 11 months from now will be $217.42 million dollars. OC. In approximately 217 months the sales will be increasing by $11 million per month. OD. In 11 months the sales will be increasing at a rate of $217.42 million per month. Choose the correct interpretation of S'(11) = 32.86. OA In approximately 33 months the sales will be increasing by $11 million per month. OB. In 11 months the sales will be increasing at a rate of $32.86 million per month. Oc. In approximately 33 months the sales will be $11 million dollars. OD. The total sales 11 months from now will be $32.86 million dollars.
Transcribed Image Text:The total sales of a company (in millions of dollars) t months from now are given by S(t) = 0.02t + 0.812 +: + 8t + 6. (A) Find S'(t). (B) Find S(3) and S'(3) (to two decimal places). (C) Interpret S(11) = 217.42 and S'(11) = 32.86. (A) S'(t) = (B) S(3) =| S'(3) = (C) Choose the correct interpretation of S(11) = 217.42. OA. In approximately 217 months the sales will be $11 million dollars. OB. The total sales 11 months from now will be $217.42 million dollars. OC. In approximately 217 months the sales will be increasing by $11 million per month. OD. In 11 months the sales will be increasing at a rate of $217.42 million per month. Choose the correct interpretation of S'(11) = 32.86. OA In approximately 33 months the sales will be increasing by $11 million per month. OB. In 11 months the sales will be increasing at a rate of $32.86 million per month. Oc. In approximately 33 months the sales will be $11 million dollars. OD. The total sales 11 months from now will be $32.86 million dollars.
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