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lesya [120]
2 years ago
11

The bookbinder company has made $150,000 before taxes during each of the last 15 years, and it expects to make $150,000 a year b

efore taxes in the future. however, in 2015 the firm incurred a loss of $525,000. the firm will claim a tax credit at the time it files its 2015 income tax return, and it will receive a check from the u.s. treasury. show how it calculates this credit, and then indicate the firm's tax liability for each of the next 5 years. assume a 35% tax rate on all income to ease the calculations. enter your answers as positive values. if an amount is zero, enter "0".
Business
1 answer:
allochka39001 [22]2 years ago
4 0

A company can carryback losses up to 3 years. This means that the company can use its 525,000 2015 loss to obtain a credit for income taxes paid in the previous 3 years, 2012-2014. The calculation is as follows:

2012 Carryback: 150,000 x .35 = 52,500

2013 Carryback: 150,000 x .35= 52,500

2014 Carryback: 150,000 x .35 = 52,500

The check that Book Binder receives will be 52,500 x 3 = 157,500.

Its tax liability in 2015 will be zero, and its loss eligible for carryforward will be 525,000-450,000=75,000, since it has already carried back $450,000 of its loss (2012-2014 income).

Its liabilities in future years will be:

2016: (150,000-75,000) x .35 = 26,250. We have now exhausted all tax credits possible from the 2015 loss.

2017-20: 150,000 x .35 = 52,500

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1. All of the above are true, done by middle managers.

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When it comes to implementing healthcare innovations, middle managers in healthcare organizations perform functions that include; <u>disseminating information to employees</u> at various levels of the organization<u>, interpreting this information,</u> and <u>identifying the various tasks and activities to be carried out during the implementation process.</u>

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On January 15, 2020, Dolan Corp. adopted a plan to accumulate funds for environmental improvements beginning July 1, 2024, at an
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Given:

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Future\ value\ of\ annuity\ due = PMT [\frac{(1+r)^n-1}{r} ](1+r)\\\\8,000,000 = PMT [\frac{(1+0.1)^4-1}{0.1} ](1+0.1)\\\\8,000,000 = PMT [\frac{(1.1)^4-1}{0.1} ](1.1)\\\\8,000,000 = PMT [\frac{(0.4641}{0.1} ](1.1)\\\\8,000,000 = PMT [5.1051]\\PMT = 1,567,060.39

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(6) Erik receives an eight-year annuity-immediate with monthly payments. The first payment is $300 and payments increase by $6 e
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Answer:

  • <u>$70,264.03</u>

Explanation:

You need to calculate the value of 8 × 12 = 96 different cash flows.

There is not a formula to calculate that, because the<em> $6 dollar increase</em> does not represent growing with a constant rate.

The monthly payments are:

Month            payment ($)

0 (today)             300

1                           306

2                          312

3                          318

n                          306 + 6 (n-1)

96 (last)               876

Then you must create a spreadsheet with these features:

  • Five columns
  • First column is the month, and starts with month 0 (today)
  • Second column is the initial balance, the first balance is 0
  • Third column is the interest: it is calculated as the monthly interest by the initial balance. The monthly interest is 6%/12 = 0.06/12 = 0.005
  • Fourth column is the amount deposited: for month zero it is $300, and every month you add $6.
  • Fith column is the final balance: it is the sum of the initial balance (second column) + interest (third column) + deposit (fourth colum)
  • 96 rows: 8 years × 12months/year = 96 months.
  • The initial balance of each row is equal to the final balance of the previous row.

Here a sample of the first three rows:

Month  Initial balance  Interest                    Deposit     Final balance

 0                  0                   0                          300          300

 1                 300             300×0.005 = 1.5    306          607.5

 2                607.5          607.5×0.005           312          922.54

When you do it up to the row 96, the final balance is <em>the balance in the acccount at the end of the eight years</em>.

The last row of your spreadsheet will show:

96           69,042.81      345.21                    876         70,264.03

Thus, <em>the balance at the end of eight years will be $70,264.03</em>

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