I have work problem that I am unable to solve.
Each hour Maggie baby sits she charges $2 plus .75 for each child. Write an equation for Maggie's hourly rate h in terms of the number of children c. Solve the equation to find the hourly rate when Maggie baby sits 3 children.
2 + 0.75c = h
2 + (0.75 * 3) = h
2 + 2.25 = h
4.25 = h
go cats!!!!!!!!!!!!!!!!
To write an equation for Maggie's hourly rate in terms of the number of children, we can use the following information:
The base charge per hour is $2.
For each child, there is an additional charge of $0.75.
Let's assume the hourly rate is h and the number of children is c. Therefore, the equation can be written as:
h = 2 + 0.75c
To find the hourly rate when Maggie babysits 3 children, we substitute c = 3 into the equation:
h = 2 + 0.75(3)
h = 2 + 2.25
h = 4.25
Therefore, the hourly rate when Maggie babysits 3 children is $4.25.
To write an equation for Maggie's hourly rate in terms of the number of children, we need to consider the fixed charge of $2 and the additional charge of $0.75 for each child.
Let's break down the equation step by step:
1. The fixed charge for Maggie to babysit is $2.
2. For each child she babysits, there is an additional charge of $0.75.
3. So, if we have "c" children, the additional charge would be $0.75 multiplied by "c".
4. To calculate the total hourly rate, we add the fixed charge to the additional charge.
Thus, the equation for Maggie's hourly rate can be written as:
h = 2 + 0.75c
To find the hourly rate when Maggie babysits 3 children, we substitute c with 3 in the equation:
h = 2 + 0.75(3)
h = 2 + 2.25
h = 4.25
Therefore, the hourly rate when Maggie babysits 3 children is $4.25.