Problema Solution
the average number of vehicles waiting in line to enter a sports arena parking lot is modeled by the function w(x)= x^2/2(1-x), where s is a number between 0 ad 1 as the traffic intensity. find the average number of vehicles waiting if the traffic intensity is 0.71.
Answer provided by our tutors
w(x)=x^2/(2(1-x))
we plug x=0.71 into the above equation:
w(0.71)=0.71^2/(2(1-0.71))
w(0.71) = 0.87
Average of 0.87 vehicles are waiting.