You want to take a two-hour airboat tour. it costs $35 for a boarding fee and $5 every 1/2 hour. Write a function that represents the cost G of a tour at Gator Tours for h hours.
Answer:
G(h) = 10h+35
Step-by-step explanation:
Here, h be the hour and G represents the total cost of a tour.
As per the statement:
Using slope-intercept form:
\(y=mx+b\)
b is the initial value and m is the slope or rate.
You want to take a two-hour air boat tour. it costs $35 for a boarding fee and $5 every 1/2 hour.
Initially the cost of tour = $35
⇒b = 35
for every 1/2=0.5 hour = $5
for h hours = \(\frac{5h}{0.5} = 10h\)
⇒Total cost for h hours is given by:
G(h) = 10h+35
Therefore, a function that represents the cost G of a tour at Gator Tours for h hours is, G(h) = 10h+35