Given:
Jack's plan charges a fee of $24 plus $0.08 per minute he talks.
Jill's plan charges a fee of $10 plus $0.15 per minute she talks.
To find:
The equation which is used to determine when Jack and Jill's plans will be the same.
Solution:
Let t be time in minutes.
Jack's plan charges a fee of $24 plus $0.08 per minute he talks. So, function for Jack's plan is

Jill's plan charges a fee of $10 plus $0.15 per minute she talks. So, function for Jill's plan is

Jack and Jill's plans will be the same, if
.

Therefore, the required equation is
.