Answer:Let x represent the number of people 
: 
A) Regular Cost = 40x 
: 
B) Group Cost = 25x + 150 
: 
C) equation graph A is the red line, B is the green line 
x axis(each tick mark is one person), y axis(each tick mark is $100) 
+graph%28+300%2C+200%2C+0%2C+15%2C+0%2C+600%2C+40x%2C+25%2Ax+%2B150%29+ 
: 
D) The admission prices are the same when there are 10 
people and the cost is $400 
: 
E) 6 people, regular price = 40 * 6 = $240 
6 people, group price = (25 * 6) + 150 = $300 
 
 
: 
F) We look at the graph of the two cost functions 
The regular cost function is cheaper when we have less than 10 people 
The group cost is cheaper when we have more than 10 people 
: 
G) we solve each cost function for x when the cost is $300 
40x = 300 
: 
x = 7.5 people 
: 
25x + 150 = 300 
25x = 150 
x = 6 
: 
regular price allows us to bring 7 people, one person more than group price 
Hope this helps! ~ Autumn :)