Question

The total cost after tax to repair Deborah's computer is represented by 0.06(50h) +50h,

where represents the number of hours it takes to repair Deborah's computer. What
part of the expression represents the amount of tax Deborah must pay?

Answer 1

The part of the expression that represents the amount of tax Deborah must pay is 0.06(50h).

Step-by-step explanation:

The part of the expression that represents the amount of tax Deborah must pay is 0.06(50h).

In the given expression, the term 0.06(50h) represents 6% of the total cost after tax, which is calculated by multiplying the number of hours it takes to repair Deborah's computer (h) by 50 and then multiplying it by 0.06 (or 6%). This represents the amount of tax Deborah must pay.

For example, if it takes 2 hours to repair the computer, the amount of tax Deborah must pay would be 0.06(50 * 2) = $6.

Answer 2

0.06(50h)

Step-by-step explanation:

Tax is usually computed by taking a percentage of the cost of a good or service. In the expression, we see that h represents the number of hours worked that are being paid for. Naturally, the cost of a service is the price times the hours worked. Therefore, 50 must represent the number of hours worked, and 50h represents the price Deborah must pay before tax. Knowing all this, we can deduce that the expression 0.06(50h) represents the tax that she must pay as it is a tax rate (6%) being multiplied by the cost before tax.