Question

A chain-saw rental firm charges $17 per day or fraction of a day to rent a saw, plus a fixed fee of $4 for re-sharpening the blade. Additional portions of a day are considered to a be a full day's rental, so rounding upward to identify an entire rental period may be necessary. Let S(x) represent the cost of renting a saw for x days. Complete parts (a) through (h) below. (h) A portion of the graph of y = S(x) is shown here. Explain how the graph could be continued. A. Find the total number of days someone could rent a saw for and end the y-axis at that point. Continue to graph functions until the maximum. B. Draw a line through each open circle. C. Find the cost of renting a saw for more than 2 days and less than or equal to 3 days and graph the amount. Do the same for all days and fractions of

          A chain-saw rental firm charges $17 per day or fraction of a day to rent a saw, plus a fixed fee of $4 for re-sharpening the blade. Additional portions of a day are considered to a be a full day's rental, so rounding upward to identify an entire rental period may be necessary. Let S(x) represent the cost of renting a saw for x days. Complete parts (a) through (h) below.
(h) A portion of the graph of y = S(x) is shown here. Explain how the graph could be continued.
A. Find the total number of days someone could rent a saw for and end the y-axis at that point. Continue to graph functions until the maximum.
B. Draw a line through each open circle.
C. Find the cost of renting a saw for more than 2 days and less than or equal to 3 days and graph the amount. Do the same for all days and fractions of

$A chain-saw rental firm charges 17 per day or fraction of a day to rent a saw, plus a fixed fee of4 for re-sharpening the blade. Additional portions of a day are considered to a be a full day's rental, so rounding upward to identify an entire rental period may be necessary. Let S(x) represent the cost of renting a saw for x days. Complete parts (a) through (h) below. (h) A portion of the graph of y = S(x) is shown here. Explain how the graph could be continued. A. Find the total number of days someone could rent a saw for and end the y-axis at that point. Continue to graph functions until the maximum. B. Draw a line through each open circle. C. Find the cost of renting a saw for more than 2 days and less than or equal to 3 days and graph the amount. Do the same for all days and fractions of$

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