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Determine the effective tax rate for a taxable income of $63,425. Round the final answer to the nearest hundredth.

O 10%
O 14.67%
O 15.18%
O 22%

Determine the effective tax rate for a taxable income of $63,425. Round the final-example-1
User Jmcopeland
by
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1 Answer

6 votes

Answer:

15.18%

Explanation:

$63,425 falls under the 22% marginal tax rate bracket.

Which means a full range of 10% and 12% will be filled.

$63,425 will consist of $10,275 the first bracket. The amount of money taxable in the 12% bracket we have to subtract $41,175 from $10,275

$41,175 - $10,275 = $30,900

For the 22% bracket, the taxable amount can be found by subtracting your taxable income by the maximum amount of the last bracket.

$63,425 - $41,175 = $22,250

We have three values for our taxable amount:

10% : $10,275

12% : $30,900

22% : $22,250

Now we multiply each of these by their respective tax rates.

Which gives us:

$1,027.5

$3,708.0

$4895.0

Now we add these up to find the total tax owed.

Which is $9,630.5

To find the effective tax rate we divide the total tax owed by taxable income and then multiply by 100.

$9,630.5/$63,425 = 0.1518407568 * 100 = 15.18407568% ≈ 15.18%

User Lev Landau
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