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I am Lyosha [343]
3 years ago
7

A company constructs a building for its own use. Construction began on January 1 and ended on December 30. The expenditures for

construction were as follows: January 1, $660,000; March 31, $760,000; June 30, $560,000; October 30, $1,080,000. To help finance construction, the company arranged a 7% construction loan on January 1 for $1,020,000. The company’s other borrowings, outstanding for the whole year, consisted of a $2 million loan and a $4 million note with interest rates of 9% and 6%, respectively.
Business
1 answer:
Alenkasestr [34]3 years ago
8 0

Answer:

total capitalized interests = $118,300

Explanation:

Weighted average expenditures:

January 1 = $660,000 x 12/12 = $660,000

March 31 = $760,000 x 9/12 = $570,000

June 30 = $560,000 x 6/12 = $280,000

October 30 = $1,080,000 x 2/12 = $180,000

total weighted expenditures = $1,690,000

weighted interest rate:

$2,000,000 x 9% = $180,000

$4,000,000 x 6% = $240,000

total = $420,000 / $6,000,000 = 7%

capitalized interest:

$1,020,000 x 7% = $71,400

($1,690,000 - $1,020,000) x 8.8% = $46,900

total capitalized interests = $118,300

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Rashad meets with his company’s accountant to discuss the budget of anticipated and actual expenses for each segment of the orga
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The expense budget can be said to be the type of budget that Rashad would have to discuss with the company’s accountant

<h3>What is the expense budget?</h3>

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2 years ago
Use the following Year 3 data: Other Selling and Administrative Expenses $ 1,052,000 Other Expenses 249,300 Sales Revenue 4,887,
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Answer:

$222,450

Explanation:

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Sales revenue

$4,887,000

Less:

Selling and admn expenses

($1,052,000)

Other expenses

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Advertising and promotion expenses

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8 0
3 years ago
How long would it take for Nico to save an adequate amount for retirement if he deposits​ $40,000 per year into an account begin
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Answer: It will take Nico approximately 12 years

Explanation:

Payments = $40000

r = 12%

Future Value = 1000 000

Future Value annuity = Payments((1 + r)^n - 1)/r

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40000((1.12)^n - 1) = 1000000 x 0.12

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(1.12)^n = 3 + 1

nlog(1.12) = log(4)

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It will take Nico approximately 12 years

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