SOLUTION: You need to choose between two telephone plans for local calls, plan A charges $25 per month for local call, plan B has a monthly fee of $13 with a charge of $0.06 per call. How m
Algebra.Com
Question 549281: You need to choose between two telephone plans for local calls, plan A charges $25 per month for local call, plan B has a monthly fee of $13 with a charge of $0.06 per call. How many telephone calls in a month make plan A a better deal?
Answer by TutorDelphia(193) (Show Source): You can put this solution on YOUR website!
Plan A:
$25
Plan B:
Number of calls=n
$13+$0.06*n
Plan B will cost more than Plan A when $13+$0.06*n>$25
$13+$0.06*n>$25
-13 from both sides
$0.06*n>$12
/$0.06 from both sides
n>200
Plan A will be cost less when your number of calls is more than 200 (so 201 or more)
RELATED QUESTIONS
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by checkley77)
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by checkley77)
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by checkley77)
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by checkley79)
can someone please show me how to solve this problem
You need to choose between two... (answered by stanbon)
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by mananth)
you need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by ashme)
You need to choose between two telephone plans foor local calls. Plan A charges $25... (answered by ewatrrr)
You need to choose between two telephone plans for local calls. Plan A charges $25 per... (answered by Theo)