Jillian applied for the management position that opened up at her office but was told she didn't get the job because she had a d
2 answers:
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Part A:
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $40,000, then the worker's FICA tax will be 7.65% of $40,000 = 0.0765 x $40,000 = $3,060
Therefore, the percentage of income that is paid in social security taxes by a worker in 2014 earning $40,000 is 7.65%
Part B:
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $80,000, then the worker's FICA tax will be 7.65% of $80,000 = 0.0765 x $80,000 = $6,120
Therefore, the <span>percentage of income that is paid in social security taxes by a worker in 2014 earning</span> $80,000 is 7.65%
Part C:
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $200,000, then the worker's FICA tax will be 7.65% of $117,000 = 0.0765 x $117,000 = $8,950.50
Therefore, the percentage of income that is paid in social security taxes by a worker in 2014 earning $200,000 is given by
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $40,000, then the worker's FICA tax will be 7.65% of $40,000 = 0.0765 x $40,000 = $3,060
Therefore, the percentage of income that is paid in social security taxes by a worker in 2014 earning $40,000 is 7.65%
Part B:
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $80,000, then the worker's FICA tax will be 7.65% of $80,000 = 0.0765 x $80,000 = $6,120
Therefore, the <span>percentage of income that is paid in social security taxes by a worker in 2014 earning</span> $80,000 is 7.65%
Part C:
Because, there is a ceiling on the amount of earnings that is taxable. Any earning below the ceiling will be taxed at 7.65% of the earning while any earning above the eiling will be taxed at 7.65% of the ceiling.
Given that the ceiling on the amount that is taxable is $117,000. If a worker earns $200,000, then the worker's FICA tax will be 7.65% of $117,000 = 0.0765 x $117,000 = $8,950.50
Therefore, the percentage of income that is paid in social security taxes by a worker in 2014 earning $200,000 is given by
Answer:
Year 3 cashflow:
current system: 243,360
alternative system: 102,240
Present cost:
current system PV -$971,665.9146
alternative system PV -$1,075,964.17
Explanation:
<u>Current Scenario:</u>
42,000 inspection cost
<u>Repairs:</u>
1,520 identified x $75 = 114,000
<u>Refunds:</u>
480 units x $182 = 87,360
Total yearly cost: 243,360
PV of an annuity of $243,360 during 5 years:
Present Value of Annuity
C 243,360
time 5
rate 0.08
PV $971,665.9146
<u>New Scenario:</u>
Inspection cost: $42,000 + $25,000 = $77,000
Repair cost: 350 units x $41 = $14,320
Refunds: 50 units x $182 x 120% = $10,920
Total yearly cost: $102,240
F0 cost:
470,000 workers trainings
210,000 purchase cost
Total F0 cost: 680,000
Present Value of Annuity
C 102,240
time 5
rate 0.08
PV $408,214.6742
PV of residual value:
PRESENT VALUE OF LUMP SUM
Maturity 18,000.00
time 5.00
rate 0.08
PV 12,250.50
Net present value:
- 680,000 -408,214.67 + 12,250.50 = 1,075,964.17