The function y=16500/x + 1020x /x models my the average annual cost in dollars of owning a car for x years. which statement best explains why the graph of y=16500/x + 1020x/x should have a vertical asymptote at x=0? a. the value of the car describes over time. b. the value of the car will never dip below $0. c. the time the car is owned is greater than 0. d. the initial cost of the car is greater than $0.

C. The time the car is owned is greater than 0.

Step-by-step explanation:

Function:

Where x denotes years

y denotes annual cost

We are given that the graph of the given equation should have vertical asymptote at x =0

Refer the attached graph .

Since with increase in the time the cost (y) decreases

So, the time must be greater than 0 So, that the change in the cost appears .

So, the graph of the given equation should have vertical asymptote at x =0 because The time the car is owned is greater than 0.

Hence Option C is correct : The time the car is owned is greater than 0.

answer: the anser is 3

step-by-step explanation:

c- 2o is equal to 9