In: Accounting
Government G levies an income tax with the following rate structure:
Percentage
Rate Bracket 6 % Income from –0– to $30,000
10 Income from $30,001 to $70,000
20 Income from $70,001 to $200,000
28 Income in excess of $200,000
Taxpayer O earns $68,500 annually during years 1 through 10. Taxpayer P earns $26,500 annually during years 1 through 5 and $110,500 annually during years 6 through 10. Assume the tax rate bracket has not changed.
How much total income does each taxpayer earn over the 10-year period? Compute each taxpayer’s average tax rate for the 10-year period.
Answer is complete but not entirely correct.
Complete this question by entering your answers in the tabs below.
Compute each taxpayer’s average tax rate for the 10-year period. (Round your answers to 1 decimal place.)
How much total income Does each taxpayer earn over the 10-year period?
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Requirement 1:
Total income of taxpayers over 10 years- period
Tax Payer O = Annual Earnings * Number of years
= $68,500 * 10 years
= $685,000
Tax Payer P = Annual Earnings * Number of years
= ($26,500 * 5 years) + ($110,500 * 5 years)
= $132,500 + $552,500
= $685,000
Requirement 2:
Tax Paid by Tax payer O annually = 6% on $30,000 + 10% on $38,500
= $1,800 + $3,850
= $5,650
Total Tax paid by Tax Payer O over 10 years period = $5,650 * 10 years i.e. $56,500
Average Tax Rate of Tax Payer O = Total Tax Paid / Total Income
= $56,500 / $685,000
= 8.248%
Tax paid by Tax payer P annually during first 5 years = 6% of $26,500 i.e. $1,590
Tax paid by Tax payer P annually during first 6 - 10 years = 6% of $30,000 + 10% of $40,000 + 20% of $40,500
= $1,800 + $4,000 + $8,100
= $13,900
Total Tax paid by Tax Payer P over 10 years period = ($1,590 * 5) + ($13,900 * 5)
= $7,950 + $69,500
= $77,450
Average Tax Rate of Tax Payer P = Total Tax Paid / Total Income
= $77,450 / $685,000
= 11.307%