Question: (b) Write a linear revenue function representing the monthly revenue R(x) for x maintenance calls. The linear revenue function is R(x)= Part: 2/5 Part 3



(b) Write a linear revenue function representing the monthly revenue R(x) for x maintenance calls. The linear revenue function is R(x)= Part: 2/5 Part 3 of 5 (c) Write a linear profit function representing the monthly profit P(x) for x maintenance calls. The linear profit function is P(x)= A lawn service cempany charges 544 fer each lawn maintenance call, The fixed monthr cost of $674 incluces telephone service and deprecasbien of equipenent. The variabie costs include labor, gasoline, and taves and amount to $38 per lawn part 1 iors (6) Wrie a linear cast fuhisian representing the monthly eate C(x) for x maintenance calls The linear cost function in C(x)= (c) Write a linear profit function representing the monthly profit P(x) for x maintenance calls. The linear protic function is P(x)= Parti 3/5 Pert a of 5 (d) Determine the number of lawn maintenance calls needed per month for the company to make money. Round up your anwwer to the nearest maintenance calls. The business will make a profit if or more lawn maintenance calis are made per month. (e) If 41 maintenance cabls are made for a given month, how mach money will the lawn service make on lose? Write your aniwer to the nearest ceot. if 41 maintenance calls are made for a given month the business will (b) Write a linear revenue function representing the monthly revenue R(x) for x maintenance calls. The linear revenue function is R(x)= Part: 2/5 Part 3 of 5 (c) Write a linear profit function representing the monthly profit P(x) for x maintenance calls. The linear profit function is P(x)= A lawn service cempany charges 544 fer each lawn maintenance call, The fixed monthr cost of $674 incluces telephone service and deprecasbien of equipenent. The variabie costs include labor, gasoline, and taves and amount to $38 per lawn part 1 iors (6) Wrie a linear cast fuhisian representing the monthly eate C(x) for x maintenance calls The linear cost function in C(x)= (c) Write a linear profit function representing the monthly profit P(x) for x maintenance calls. The linear protic function is P(x)= Parti 3/5 Pert a of 5 (d) Determine the number of lawn maintenance calls needed per month for the company to make money. Round up your anwwer to the nearest maintenance calls. The business will make a profit if or more lawn maintenance calis are made per month. (e) If 41 maintenance cabls are made for a given month, how mach money will the lawn service make on lose? Write your aniwer to the nearest ceot. if 41 maintenance calls are made for a given month the business will
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