Let C be the function whose graph is given to the right. This graph represents the...

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Let C be the function whose graph is given to the right. This graph represents the cost C of using m anytime cell phone minutes in a month for a five-person family plan. (a) Determine C(0). Interpret this value. C(0)= Now interpret the value of C(O). Choose the correct interpretation below. A. The value of C(0) represents the monthly fee. It is the cost per month if no minutes are used. C. The value of C(0) represents the number of minutes included in the base plan. (b) Determine C(1000). Interpret this value. C(1000) = C. Cost (dollars) 2000- 1000 (14000,1900) (2500,290) 5000 10000 15000 m. Number of minutes (0.8911000.001 0 OB. The value of C(0) represents the number of minutes that can be used for no charge. D. The value of C(0) represents the cost per cell phone minute. C(2500)= Now interpret the value of C(2500). Choose the correct interpretation below. A. The value of C(2500) represents the minutes used that correspond to a monthly charge of $2500. B. The value of C(2500) represents the monthly charge if 2500 minutes are used. C. The value of C(2500) represents the monthly charge if each person on the plan uses 2500 minutes. (d) What is the domain of C? What does this domain imply in terms of the number of anytime minutes? The domain is (msms). The domain implies that there are (e) Describe the shape of the graph. The graph starts off anytime minutes then after m Let C be the function whose graph is given to the right. This graph represents the cost C of using m anytime cell phone minutes in a month for a five-person family plan. (a) Determine C(0). Interpret this value. C(0)= Now interpret the value of C(O). Choose the correct interpretation below. A. The value of C(0) represents the monthly fee. It is the cost per month if no minutes are used. C. The value of C(0) represents the number of minutes included in the base plan. (b) Determine C(1000). Interpret this value. C(1000) = C. Cost (dollars) 2000- 1000 (14000,1900) (2500,290) 5000 10000 15000 m. Number of minutes (0.8911000.001 0 OB. The value of C(0) represents the number of minutes that can be used for no charge. D. The value of C(0) represents the cost per cell phone minute. C(2500)= Now interpret the value of C(2500). Choose the correct interpretation below. A. The value of C(2500) represents the minutes used that correspond to a monthly charge of $2500. B. The value of C(2500) represents the monthly charge if 2500 minutes are used. C. The value of C(2500) represents the monthly charge if each person on the plan uses 2500 minutes. (d) What is the domain of C? What does this domain imply in terms of the number of anytime minutes? The domain is (msms). The domain implies that there are (e) Describe the shape of the graph. The graph starts off anytime minutes then after m

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a From the graph of C the value for C0 is 80 Therefore the cost of using 0 cellphone mi... View the full answer