SOLUTION: Option 1-$42.00 monthly fee plus $5.00/hour for court rental
option 2-no monthly fee but$8.50/hour for court rental
Let x=hour per month of court rental time
write a mathematica
Algebra ->
Equations
-> SOLUTION: Option 1-$42.00 monthly fee plus $5.00/hour for court rental
option 2-no monthly fee but$8.50/hour for court rental
Let x=hour per month of court rental time
write a mathematica
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Question 204094: Option 1-$42.00 monthly fee plus $5.00/hour for court rental
option 2-no monthly fee but$8.50/hour for court rental
Let x=hour per month of court rental time
write a mathematical model representing the total monthly cost, C, in terms of x for the following:
option1 C=
option2 C=
How many hour would you have to rent the court so the monthly cost of option 1 is less than option 2? Set up an inequality and show your work algebraically using the info in part A Found 2 solutions by Earlsdon, ankor@dixie-net.com:Answer by Earlsdon(6294) (Show Source):
You can put this solution on YOUR website! where x = number of hours.
You want to find, for what x is: Substitute from above: Subtract 5x from both sides. Divide both sides by 3.5
Answer: 12 hours.
You can put this solution on YOUR website! ): Option 1-$42.00 monthly fee plus $5.00/hour for court rental
option 2-no monthly fee but$8.50/hour for court rental
Let x=hour per month of court rental time
write a mathematical model representing the total monthly cost, C, in terms of x for the following:
:
option1 C = 5x + 42
option2 C = 8.5x
:
How many hour would you have to rent the court so the monthly cost of option 1
is less than option 2?
Set up an inequality and show your work algebraically using the info in part A
:
8.5x > 5x + 42
:
8.5x - 5x > 42
:
3.5x > 42
x >
x > 12 hrs, the monthly cost of option 1 is less than option 2
:
Test this with 13 hrs
Opt 1: 5(13) + 42 = $107
Opt 2: 8.5(13) = $110.50
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