Question

The cost function for a company is C(x) = 90x + 1,800, where x is the number of bicycles produced at a cost of $90 each. How many bicycles can be produced for $3,780?

Answer 1

Answer:

22

Step-by-step explanation:

• If the total cost of production can be explained with the function $C(X)=1.800+90X$, then when this total cost equals $3.780, we know that $3.780=1.800+90X$.
• Subtracting 1.800 both sides of the equation yields $1.980=90X$.
• Finally, dividing both sides by 90 gives us the value of X=22.
• Then, with $3780 we can produce 22 bicycles.