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vichka [17]
4 years ago
15

Regarding the statute of limitations on additional assessments of tax by the IRS, select the applicable date in each of the foll

owing situations. Note: Assume a calendar year individual with no fraud or substantial omissions involved.
a. The income tax return for 2018 was filed on March 3, 2019. The three-year statute of limitations will begin to run on .
b. The income tax return for 2018 was filed on August 13, 2019. The statute of limitations will begin to run on .
c. The income tax return for 2018 was prepared on March 31, 2019, but was never filed. Through some misunderstanding between the preparer and the taxpayer, each expected the other to file the return. The statute of limitations .
d. The income tax return for 2018 was never filed because the taxpayer thought no additional tax was due. The statute of limitations .
Business
1 answer:
-Dominant- [34]4 years ago
3 0

Answer:

A) The income tax return for 2018 was filed on March 3, 2019. The three-year statute of limitations will begin to run on:

  • April 16, 2019 (the next day after the tax deadline)

B) The income tax return for 2018 was filed on August 13, 2019. The statute of limitations will begin to run on:

  • August 13, 2019 (the same day the taxes were filed)

C) The income tax return for 2018 was prepared on March 31, 2019, but was never filed. Through some misunderstanding between the preparer and the taxpayer, each expected the other to file the return. The statute of limitations:

  • If the taxes were not filed, then the statute of limitations cannot begin to run.

D) The income tax return for 2018 was never filed because the taxpayer thought no additional tax was due. The statute of limitations:

  • If the taxes were not filed, then the statute of limitations cannot begin to run.

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Answer:

$141.80

Explanation:

Calculation for the difference in the present value of these two sets of payments

First step is to calculate for the PVA Due

PVA Due = $450 × [(1 - {1 / [1 + (.095 / 12)]^(4 × 12)}) / (.095 / 12)] × [1 + (.095 / 12)]

PVA Due = $18,053.58

Second step is to find the PVA

PVA = $450 × [(1 - {1 / [1 + (.095 / 12)]^(4 × 12)}) / (.095 / 12)]

PVA= $17,911.78

Since we have know both the PVA Due and the PVA the last step will be to know the difference between the both sets of payments using this formula

Difference= PVA Due - PVA

Difference = $18,053.58 - 17,911.78

Difference= $141.80

Therefore the difference in the present value of these two sets of payments will be $141.80

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