Let f(x) be a function that gives the cost to rent a power washer for hours....
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Let f(x) be a function that gives the cost to rent a power washer for hours. The cost is a flat $59 for renting the washer, plus $6 per day (or a fraction of the day) for using the washer. A. Find the function f (x) and then represent it as a graph. B. What are the domain and range? C. You want to rent the washer, but can spend no more than $125. What is the maximum number of days you can use it? QUESTION 2 A. Describe how a function f(x) = -3 12 +4 is related to the elementary function y = |a. Sketch the function f (x). B. Describe how a function g(x) = (x+3)² - 4 is related to the elementary function y = 2². Sketch the function g(x). C. Describe how a function h(x) = 2-√--5 is related to the elementary function y = √. Sketch the function h (x). Let f(x) be a function that gives the cost to rent a power washer for hours. The cost is a flat $59 for renting the washer, plus $6 per day (or a fraction of the day) for using the washer. A. Find the function f (x) and then represent it as a graph. B. What are the domain and range? C. You want to rent the washer, but can spend no more than $125. What is the maximum number of days you can use it? QUESTION 2 A. Describe how a function f(x) = -3 12 +4 is related to the elementary function y = |a. Sketch the function f (x). B. Describe how a function g(x) = (x+3)² - 4 is related to the elementary function y = 2². Sketch the function g(x). C. Describe how a function h(x) = 2-√--5 is related to the elementary function y = √. Sketch the function h (x).
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