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Income Tax Function:

a. Find the following function values and interpret the answers.
ℎ(3230)
ℎ(10540)
ℎ(17,480)
h(3230)= $____ (Round to the nearest cent as needed.)

User Nsandersen
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1 Answer

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Final answer:

To find the function values ℎ(3230), ℎ(10540), and ℎ(17480), we can use the income tax function. By substituting the values of Income into the tax formula, we can calculate the tax amounts and interpret the results.

Step-by-step explanation:

To find the function values of ℎ(3230), ℎ(10540), and ℎ(17480), we need to refer to the given information. The income tax function is mentioned, which can be used to calculate the tax amount based on the taxable income. The function formula is: Tax = 837.50 + 0.15 × (Income - 8375).

For ℎ(3230), we substitute the value of Income as 3230 into the formula: Tax = 837.50 + 0.15 × (3230 - 8375). After evaluating this expression, we find that ℎ(3230) = $-781.25.

Similarly, for ℎ(10540) and ℎ(17480), we substitute the respective values of Income and calculate the tax using the income tax function. The tax values obtained will provide the answers for these function values.

User NSukonny
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