Question
A park is open 16 weeks of the year. An equation that models the cost function in thousands is: c(x){5, 0<x<5 where x is the number of weeks since opening and x, x>5}
An equation that models the revenue function is r(x)=30(-5/x^2+1) for x>0
Determine the profit function for x>0
An equation that models the revenue function is r(x)=30(-5/x^2+1) for x>0
Determine the profit function for x>0
Answers
Steve
simple:
p(x) = r(x) - c(x)
p(x) = r(x) - c(x)