Question

Anumeha mows lawns she charges an initial fee and constant fee for each hour of work

Answer 1

Given the function:

`F(t)=6+12t`

Where F represents Anumeha's fees (in dollars) for working t hours. The initial fee can be calculated for t = 0:

`F(0)=6+12\cdot0=6`

So the constant fee is $6. Now, we need to calculate how much does she charges each hour. We can calculate the values at t = 1, t = 2, and t = 3:

`\begin{gathered} F(1)=6+12\cdot1=18 \\ F(2)=6+12\cdot2=30 \\ F(3)=6+12\cdot3=42 \end{gathered}`

As we can see, there is a constant increment of $12 for each hour. Then, Anumeha charges $12 for each hour of work.