Question

the total cost of a vacation to a rain forest includes a fee of $560 for the tour guide, plus $630 per person. the function $y = \frac{560 + 630x}{x}$ models the average cost per person, in dollars, when $x$ people go on the vacation. what is the horizontal asymptote of the function? $y = 630$ complete why does it make sense in this situation that the function has this horizontal asymptote? \\(\bigcirc\\) the average cost per person is always greater than $630 because of the fee for the tour guide. \LXI1 the average cost per person is always less than $630 as long as more than one person goes on the vacation. \\(\bigcirc\\) the average cost per person equals $630 after a certain number of people go on vacation. done

Explanation:

Answer:

$y = 630$
The average cost per person is always greater than $\$630$ because of the fee for the tour guide.