Let's assume Priya's total income before tax is x.
We know that Priya's income tax rate is 12%, so the amount deducted from her paycheck can be found by multiplying her income before tax by the tax rate:
12% * x = $52.50
To solve for x, we can divide both sides of the equation by 12% (which is the same as dividing by 0.12):
x = $52.50 / 0.12
x ≈ $437.50
Therefore, Priya's total income before tax is approximately $437.50.
Solve the following problem involving income tax. Show all your work. Priya had $52.50 deducted from their paycheck. If Priya’s income tax rate is 12%, find Priya’s total income before tax.
-$437.50
$437.50
3 answers
is this right
Apologies for the misunderstanding. Let's reassess the problem to ensure accuracy.
Given that $52.50 is deducted from Priya's paycheck and the income tax rate is 12%, we need to determine Priya's total income before tax.
Let x represent Priya's total income before tax. We know that 12% of x is equal to $52.50.
12% of x = $52.50
To isolate x, we can divide both sides of the equation by 12%.
x = $52.50 / 0.12
By performing the calculation, we find:
x ≈ $437.50
Therefore, Priya's total income before tax is approximately $437.50.
Given that $52.50 is deducted from Priya's paycheck and the income tax rate is 12%, we need to determine Priya's total income before tax.
Let x represent Priya's total income before tax. We know that 12% of x is equal to $52.50.
12% of x = $52.50
To isolate x, we can divide both sides of the equation by 12%.
x = $52.50 / 0.12
By performing the calculation, we find:
x ≈ $437.50
Therefore, Priya's total income before tax is approximately $437.50.
3 answers