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Veronika [31]
4 years ago
11

3. This year, Paula and Simon (married filing jointly) estimate that their tax liability will be $200,000. Last year, their tota

l tax liability was $170,000. They estimate that their tax withholding from their employers will be $175,000. Are Paula and Simon required to increase their withholdings or make estimated tax payments this year to avoid the underpayment penalty? If so, how much?
Business
2 answers:
choli [55]4 years ago
7 0

Answer:

When a taxpayer has an underpayment of estimated tax or fall behind on his/her tax prepayment, then he/she is required to pay a penalty on Form 2210. This penalty is called underpayment penalty.

According to the tax laws, Mr. P and Ms. S can avoid an underpayment penalty if their withholding's and estimated tax payments equal or exceed one of the following two safe harbors:

  • 90 percent of current tax liability ($200,000 x 90% = $180,000)
  • 110 percent of previous year tax liability (110% x $170,000 = $187,000)

From the above calculation, it is clear that Mr. P and Ms. S's withholding's ($175,000) do not equal or exceed the amount of two safe harbors. So, they need to increase their withholding's or make estimated payments to avoid underpayment penalty.

If Mr. P and Ms. S increase their withholding's by $5,000 or make estimated payments of $1,250

per quarter ($5000/4), they can avoid the underpayment penalty.

Mr. Paula and Simon average gross income is greater than $150,000, so 110% is taken.

Reika [66]4 years ago
7 0

Answer:

yes they are required to increase their withholding tax by $5000

Explanation:

Paula and Simon will have to increase their withholding or make estimated tax payments to avoid underpayment penalty if the fall inside these two categories

current tax withheld for current year ≤ 90% of the current tax liability or

current tax withheld ≤ 110% of the previous year tax liability

current tax liability = $200000

last year tax liability = $170000

tax withheld = $175000

90% of $200000 = $180000:  Is  greater than tax withheld ( $175000 )

110% of $170000 = $187000 :   Is greater than tax withheld ( $175000 )

To avoid underpayment penalty Paula and Simon should increase their withholding by at least $5000 or make estimated quarterly payments of $1250

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I would go with option A.

4 0
4 years ago
On the basis of the following data, determine the value of the inventory at the lower of cost or market.
vlabodo [156]

Answer:

The computation is shown below:

Explanation:

The computation is shown below:

Product         Total Cost         Total Market      Lower of Total Cost or Total Market

A                    $1,368                  $1,248                         $1,248

                ($171 × 8 units)          ($156 × 8 units)

B                  $10,300                    $9,150                     $9,150

                 ($206 × 50 units)          ($183 × 50 units)

C                $11,454                      $10,856                   $10,856

                  ($249 ×  46 units)          ($236 × 46 units)

D                 $5,530                      $4,795                     4,795

                 ($158 × 35 units)          ($137 × 35 units)

E                $9,452                        $10,064                   $9,452

                  ($278 × 34 units)          ($296 × 34 units)

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3 0
3 years ago
Julia brings home ​$2 comma 200 per month after taxes.​ Julia's rent is ​$806 per​ month, her utilities are ​$136 per​ month, an
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Answer:

The amount left for Julia to save after all expenses have deducted from her take-home(disposable income) is $317 as shown below.

Explanation:

The amount that Julia can save is the amount left of her disposable income when all expenses are taken care of.

The amount that could be saved is computed thus:

Take-home amount               $2,200

Rent                                        ($806)

Utilities                                    ($136)

Car payment                           ($277)

Orthodontist payment            ($196)

Groceries($66*4 weeks)         ($264)

Other expenses                      <u> ($204)</u>

Savings                                    <u> $317</u>

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