Answer:
594 units
Step-by-step explanation:
We must apply the logistics growth model, since applying linear or exponential growth will result in numbers which are much higher than the total production capacity of this facility. When we use the logistics growth model, the growth rate decreases as the resource limit approaches.
f(x) = c / (1 + ae⁻ᵇˣ)
initial value = c / (1 + a) = 240
600 = 240 + 240a
360 = 240a
a = 1.5
b = growth rate = (360 - 240) / 240 = 0.5
x = 5
e = 2.71828
f(x) = 600 / [1 + [1.5 x (2.71828⁻⁵) = 600 / 1.010106954 = 593.9965 = 594 units