Question

winona paid $195 for a lifetime membership to the zoo, so that she could gain admittance to the zoo for $1.45 per visit. write winonas average cost per visit c as a function of the number of visits when she has visited x times. what is her average cost per visit when she has visited the zoo 195 times? graph the function for x > 0. what happens to her average cost per visit if she starts when she is young and visits the zoo every day? find winonas average cost per visit c as a function of the number of visits when she has visited x times. c(x) = (195 + 1.45x)/x (type an expression.) what is her average cost per visit when she has visited the zoo 195 times? $ (round to the nearest hundredth as needed.)

Explanation:

Step1: Substitute x = 195 into the function

We have the function $C(x)=\frac{195 + 1.45x}{x}$. Substitute $x = 195$ into it: $C(195)=\frac{195+1.45\times195}{195}$.

Step2: Simplify the numerator

First, calculate $1.45\times195 = 282.75$. Then $195+282.75=477.75$. So $C(195)=\frac{477.75}{195}$.

Step3: Calculate the result

$\frac{477.75}{195}=2.45$.

Answer:

$2.45$