Suppose the daily cost c of manufacturing x bicycles is given by c(x) = 50x + 5000. now the average daily cost is given by c(x) = 50x + 5000/x. how many bicycles must be produced each day in order for the average cost to be no more than $150? choose the correct answer below. 50 or more bicycles must be produced. 50 or fewer bicycles must be produced. either 50 or more bicycles or 0 or fewer bicycles must be produced. between 0 and 50 bicycles must be produced.

Option A) 50 or more bicycles must be produced.

Step-by-step explanation:

We are given the following information in the question:

Cost of manufacturing x bicycles is given by:

Average daily cost is given by:

We have to find the number of bicycles that must be produced each day in order for the average cost to be no more than $150

Thus, we can write:

So, in order for the average cost to be no more than $150, 50 or more bicycles must be produced.

the answer is 62

14

step-by-step explanation:

14 x 3 = 42