Respuesta :
The linear equation that represents this situation is x+ $1943.48 = $3,291.74
The maximum degree of the variables in the linear equation is one.
Total expenses comprise both fixed and variable costs.
Total expenses = fixed + variable expenses.
Total expenses minus fixed expenses = variable expenses.
Consequently, to ascertain variable costs Rashad's fixed costs must be subtracted from his monthly spending total.
The total amount of February's fixed costs are
The cost of living is $1,150.00.
Costs for a car loan are $348.00.
Costs for internet are $46.14
The cost of a student loan is $399.34
Rent expenses, vehicle loan expenses, internet expenses, and student loan expenses add up to a total of $1150, $348, $46.14, and $399.34, or $1943.48.
The sum of February's expenditures = $3,291.74.
Suppose that x is the variable cost.
Total expenses are equal to both fixed + variable expenses.
So linear equation will be:
x+ $1943.48 = $3,291.74
Variable Expenses = $3,291.74 - $1943.48 if x is the unknown.
Variable Costs = 1348.26 dollars
Consequently, the linear equation x+ $1943.48 = $3,291.74 indicates the variable expenses for the month of February.
To get more information about linear equations
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