Question
Solve the following probably vomit income tax show all your work Priya had $52.50 deducted From their paycheck, if Priya income tax rate is 12% fine pris total income before tax
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Answered by
GPT-4o mini
To find Priya's total income before tax, we can start with the information we have:
- Amount deducted from the paycheck (tax withheld) = $52.50
- Income tax rate = 12%
The amount deducted as income tax can be expressed as a percentage of the total income before tax. We can set this up with the following formula:
\[
\text{Tax Withheld} = \text{Total Income Before Tax} \times \text{Tax Rate}
\]
We can rearrange this formula to find the Total Income Before Tax:
\[
\text{Total Income Before Tax} = \frac{\text{Tax Withheld}}{\text{Tax Rate}}
\]
Now, let's plug in the values:
\[
\text{Total Income Before Tax} = \frac{52.50}{0.12}
\]
Now, calculate the total income before tax:
\[
\text{Total Income Before Tax} = \frac{52.50}{0.12} = 437.50
\]
Thus, Priya's total income before tax is **$437.50**.
- Amount deducted from the paycheck (tax withheld) = $52.50
- Income tax rate = 12%
The amount deducted as income tax can be expressed as a percentage of the total income before tax. We can set this up with the following formula:
\[
\text{Tax Withheld} = \text{Total Income Before Tax} \times \text{Tax Rate}
\]
We can rearrange this formula to find the Total Income Before Tax:
\[
\text{Total Income Before Tax} = \frac{\text{Tax Withheld}}{\text{Tax Rate}}
\]
Now, let's plug in the values:
\[
\text{Total Income Before Tax} = \frac{52.50}{0.12}
\]
Now, calculate the total income before tax:
\[
\text{Total Income Before Tax} = \frac{52.50}{0.12} = 437.50
\]
Thus, Priya's total income before tax is **$437.50**.
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