Carmela works at a department store and earns $10.45 per hour. She has $33 removed from every paycheck for medical insurance. If her goal is to earn a gross income of $468.60 in one week, which equation will help Carmela determine the number of hours (h) she must work?
My answer is $468.60=$1045(h) +$33
Manuel pays a flat rate of $105 for his cell phone. He is also charged $0.12 for every text that he sends. His cell phone bill can be no more than the amount he has budgeted for it each month. If x represents the number of texts and y represents his budgeted amount, which inequality represents Max’s cell phone budget each month?
my answer is $0.12x + $105<= y
To determine the number of hours that Carmela must work, we can set up an equation based on her earnings and deductions.
Let's break down the information provided:
- Carmela earns $10.45 per hour
- $33 is removed from every paycheck for medical insurance
- Her goal is to earn a gross income of $468.60 in one week
To find the equation, we can calculate Carmela's net income after the deduction for medical insurance. This can be done by subtracting the $33 deduction from her gross income:
Net Income = Gross Income - Deductions
Net Income = $468.60 - $33
Now, we can set up the equation with Carmela's net income:
Net Income = Hourly Rate × Number of Hours
Substituting the values, we have:
$468.60 - $33 = $10.45 × Number of Hours
Simplifying further:
$435.60 = $10.45 × Number of Hours
Therefore, the correct equation to determine the number of hours Carmela must work is:
$435.60 = $10.45h