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If the federal government used the progressive tax rate below for individual income tax, calculate the federal income tax owed on a [tex]$\$62,900$[/tex] salary.

\begin{tabular}{|c|c|}
\hline
Standard Deduction & [tex]$\[tex]$12,200$[/tex][/tex] \\
\hline
Income Range (\$) & Progressive Tax Rate \\
\hline
0 - 9,700 & [tex]$10\%[tex]$[/tex] \\
\hline
9,701 - 39,475 & [tex]$[/tex]12\%$[/tex] \\
\hline
39,476 - 84,200 & [tex]$22\%$[/tex] \\
\hline
84,201 - 160,275 & [tex]$24\%[tex]$[/tex] \\
\hline
160,276+ & [tex]$[/tex]32\%$[/tex] \\
\hline
\end{tabular}

\begin{equation}
\operatorname{Tax}=\$[?]
\end{equation}


Sagot :

To calculate the federal income tax owed on a \[tex]$62,900 salary given the progressive tax rates and standard deduction, we can follow these steps: 1. Calculate the Taxable Income: - Start with the gross salary. - Subtract the standard deduction from the gross salary. \[ \text{Taxable Income} = \$[/tex]62,900 - \[tex]$12,200 = \$[/tex]50,700
\]

2. Apply the Tax Brackets:
- Break down the taxable income across the different tax brackets.

[tex]\[ \text{Tax Owed} = (\text{Amount in First Bracket}) \times (\text{Rate in First Bracket}) + (\text{Amount in Second Bracket}) \times (\text{Rate in Second Bracket}) + \ldots \][/tex]

Let's apply each relevant tax bracket to the calculated taxable income of \[tex]$50,700. - First Bracket: 0 to \$[/tex]9,700 taxed at 10%
[tex]\[ \$9,700 \times 0.10 = \$970 \][/tex]

- Second Bracket: \[tex]$9,701 to \$[/tex]39,475 taxed at 12%
[tex]\[ \left(\$39,475 - \$9,700\right) \times 0.12 = \$29,775 \times 0.12 = \$3,573 \][/tex]

- Third Bracket: \[tex]$39,476 to \$[/tex]84,200 taxed at 22%
[tex]\[ \left(\$50,700 - \$39,475\right) \times 0.22 = \$11,225 \times 0.22 = \$2,469.50 \][/tex]

3. Sum the Tax Amounts:
- Add up the calculated tax from each bracket to find the total tax owed.

[tex]\[ \text{Total Tax Owed} = \$970 + \$3,573 + \$2,469.50 = \$7,012.50 \][/tex]

So, the federal income tax owed on a \[tex]$62,900 salary, considering the standard deduction and progressive tax rates, is: \[ \$[/tex]7,012.50
\]