Anumeha mows lawns. She charges an initial fee and a constant fee for each hour of work.

F

FF represents Anumeha's fee (in dollars) for working

t

tt hours.

F

=

6

+

12

t

F=6+12tF, equals, 6, plus, 12, t

How much does Anumeha charge for each hour of work?

$

Question

Mathematics

Guest

13 May, 07:10

Anumeha mows lawns. She charges an initial fee and a constant fee for each hour of work.

F

FF represents Anumeha's fee (in dollars) for working

t

tt hours.

F

=

6

+

12

t

F=6+12tF, equals, 6, plus, 12, t

How much does Anumeha charge for each hour of work?

$

+1

Answers (1)

Know the Answer?

Keenan Russell · Answer 1

6

Step-by-step explanation:

The initial few would be 6. because that charge does not change whether she miss for 2 hours or 24 hours. as yiu can see in the equation F (t) = 6 + 12t the 6 is never changing. whereas the 12 changes by a factor of t. t would be the amount of hours and 12 is the rate per hour. So if she worked 2 hours it would be 2 * 12 for the hourly charge which would be 24 and then the 24 + 6 where 6 is the base charge

Anumeha mows lawns. She charges an initial fee and a constant fee for each hour of work.FFF represents Anumeha's fee (in dollars) for workingttt hours.F=6+12tF=6+12tF, equals, 6, plus, 12, tHow much does Anumeha charge for each hour of work?$

Anumeha mows lawns. She charges an initial fee and a constant fee for each hour of work.

F

FF represents Anumeha's fee (in dollars) for working

t

tt hours.

F

=

6

+

12

t

F=6+12tF, equals, 6, plus, 12, t

How much does Anumeha charge for each hour of work?

$