Jorge and Anita, married taxpayers, earn $150,000 in taxable income and $40,000 in interest from an investment in City of Heflin bonds. Using the U.S. tax rate schedule for married filing jointly, how much federal tax will they owe? What is their average tax rate? What is their effective tax rate? What is their current marginal tax rate? (Round your answers to 2 decimal places.)
Total Income | $190,000 |
Exclusions - Interest from Heflin bonds | $40,000 |
Gross Income | $150,000 |
Standard deduction | $24,000 |
Taxable Income | $126,000 |
U.S. tax rate schedule for married filing jointly (For the Year 2018)
Taxable Income | Tax Rate |
$0 to $19,050 | 10% |
$19,051 to $77,400 | 12% |
$77,401 to $165,000 | 22% |
$165,001 to $315,000 | 24% |
$315,001 to $400,000 | 32% |
$400,001 to $600,000 | 35% |
over $600,000 | $37% |
Therefore, tax bracket that applies to Jorge and Anita taxable income of $126,000 is 22%
Standard deduction - Tax year 2018
Filing status | Standard deduction amount |
Single | $12,000 |
Married filing jointly / Surviving spouse | $24,000 |
Married filing separately | $12,000 |
Head of Household | $18,000 |
Since the filing status of Jorge and Anita is married filing jointly, the standard amount applicable is $24,000.
a. Calculation of Federal Income tax on $126,000
Tax rate | Tax Liability | ||
$0 to $19,050 | 10% | $19,050 x 10% | $1,905 |
$19,051 to $77,400 | 12% | $58,350 x 12% | $7,002 |
$77,401 to $126,000 | 22% | $48,600 x 22% | $10,692 |
Total Tax Liability on $126,000 | $19,599 |
Therefore Total tax liability on Taxable income of $126,000 is $19,599
b. Calculation of average tax rate
Average tax rate = Federal Income tax liability ÷ Taxable Income
Federal Income tax = $19,599
Taxable Income = $126,000
Therefore, Average Tax Rate = ($19,599 ÷ $126,000)*100 = 15.55%
Average Tax Rate = 15.55%
c. Calculation of Effective tax rate
Effective tax rate = Federal Income tax liability ÷ Total Income
Federal Income tax = $19,599
Total Income = Taxable Income + Exempted income + Deductions = $190,000
Therefore, Average Tax Rate = ($19,599 ÷ $190,000)*100 = 10.32%
Effective tax rate = 10.32%
Note: The main difference between the average income tax rate and effective tax rate
To calculate the average tax rate, only taxable income should be considered. On the other hand total income shall be considered to calculate the effective tax rate.
d. Current Marginal tax rate:
The marginal tax rate is the incremental tax paid on incremental income.
Marginal tax rate is the percentage applied to nexrt dollar of taxable income.
Current Marginal tax rate is 22%.
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