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Norma-Jean [14]
3 years ago
10

Balls and Bats, Inc. purchased equipment on January 1, 2005, at a cost of $100,000. The estimated useful life is 4 years with a

salvage value of $10,000. Complete the following tasks for this assignment: Prepare two different depreciation schedules for the equipment - one using the double-declining balance method, and the other using the straight-line method. (Round to the nearest dollar). Determine which method would result in the greatest net income for the year ending December 31, 2005
Business
1 answer:
BigorU [14]3 years ago
5 0

Answer and Explanation:

The computation of two different depreciation schedules is shown below:-

a. Using the Double-declining balance method

Year            Equipment Cost      Depreciation rate     Amount

2005                $90,000                     50%                  $45,000

2006                $45,000                      50%                  $22,500

2007                $22,500                      50%                  $11,250

2008 No depreciation as it is lower that straight line method that is $22,500 also we took the double rate of 25% so we consider 50%

b. Using the straight line method

Straight Line Depreciation Method:

$100,000 - $10,000

= $90,000

Year            Equipment Cost      Depreciation rate      Amount

2005                $90,000                     25%                      $22,500

2006                $90,000                      25%                     $22,500

2007                $90,000                      25%                     $22,500

2008                $90,000                      25%                     $22,500

Depreciation rate is

= 1 ÷ 4 years

=  25

2. The double declining method reduced the net income while the straight line method increased the net icnome

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Evelyn invests $5,000 in a savings account that pays interest at a rate of 6.7% compounded annually. If she withdraws half the i
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Answer:

$371

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The computation of additional interest during the fourth year is shown below:

but before that we need to do the following calculations

Amount = Principal × (1 + (rate of interest ÷ (1 × 100)))^(1 × number of years)

A = $5,000 × (1 + (6.7% ÷ (1 × 100)))^(1 × 3)

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Sp,

Half of the interest gained will be

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Now,

The new Principal amount for 4th year is

= $6,070 - $535

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So, the final amount in the fourth year is

A = P × (1 + (r ÷ n))^(nt)

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= $5,535 × 1.067

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= $5,905.845 - $5,535

= $370.845

or

= $371

Therefore for computing the additional interest during the fourth year we simply applied the above formula.

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