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VMariaS [17]
3 years ago
7

Carla Corporation owns machinery that cost $24,800 when purchased on July 1, 2017. Depreciation has been recorded at a rate of $

2,976 per year, resulting in a balance in accumulated depreciation of $10,416 at December 31, 2020. The machinery is sold on September 1, 2021, for $13,020.
Prepare journal entries to (a) update depreciation for 2021 and (b) record the sale. (Credit account titles are automatically indented when amount is entered. Do not indent manually. If no entry is required, select "No Entry" for the accoun
Business
1 answer:
liberstina [14]3 years ago
8 0

Answer:

a. Journal entries to update depreciation for 2021:

Debit Depreciation expense $1,984

Credit Accumulated depreciation account $1,984

b. Journal entries to record the sale:

Debit Cash $13,020

Debit Accumulated depreciation account $12,400

Credit Gain on asset disposal  $620

Credit Machinery asset $24,800

Explanation:

a. Depreciation of the machinery has been recorded at a rate of $2,976 per year.

Depreciation per month = $2,976/12 = $248. In 2021, the machinery is used from Jan 1 to August 31 (8 months).

Depreciation expense for 2021 = $248 x 8 = $1,984

Journal entries to update depreciation for 2021:

Debit Depreciation expense $1,984

Credit Accumulated depreciation account $1,984

b.

Accumulated depreciation account at December 31, 2020 has credit balance of $12,400 ($10,416 + $1,984 = $12,400)

The carrying amount of the machinery = Cost of the machinery -  Accumulated depreciation = $24,800 - $12,400 = $12,400

Sales price - Carrying amount of the machinery = $13,020 - $12,400 = $620>0

The company recognizes gain on the sale. Journal entries to record the sale:

Debit Cash $13,020

Debit Accumulated depreciation account $12,400

Credit Gain on asset disposal  $620

Credit Machinery asset $24,800

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faust18 [17]

Answer:

The question is not complete, below is the complete question:

Suppose that you open a mutual fund account with a deposit of 500 dollars. 5 months later, the fund balance is 600 dollars, and you withdraw 216 dollars. A year after the account was opened, your balance is X dollars. If the dollar weighted and time weighted rates of return were the same, what is the rate of return? (Assume simple interest for the dollar weighted calculation.) Answer should be a percent!!!

Answer:

The rate of return is 48% on deposited fund.

Explanation:

The rate of return on investment is the percentage increase on an amount invested for a particular period of time, and to calculate this, we will use the simple interest formula:

I = P × R × T

Where:

P = principal = $500

R = rate in decimal ( %rate/100)

T = time = 5 months = 5/12 years

I = interest = Principal - final balance = 600 - 500 = $100

∴ 100 = 500 × R/100 × 5/12

100 = \frac{2500R}{1200}

120,000 = 2500R

∴ R = 120,000 ÷ 2500 = 48%

Therefore rate of return (R) = 48%

For a clearer understanding of the concept of interests, let us calculate for the balance after one year (X) as shown below:

I = P×R×T

T = 1 because, X is the balance after one year.

I = 500 × 48/100 × 1

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therefore the final amount after one year = interest + principal

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but we were told that $216 was withdrawn at 5 months, hence the balance after one year = 740 - 216 = $524

8 0
3 years ago
A portfolio is entirely invested into BBB stock, which is expected to return 16.4 percent, and ZI bonds, which are expected to r
Mashutka [201]

Answer:

the expected return on the portfolio is 12.34%

Explanation:

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Expected Return is

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2 years ago
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Answer:

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2 years ago
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The answer that best fits the blank space in the question is (A) city.

Infrastructure generally refers to <em>the essential facilities and systems that serve an area, which can apply to a city, country, or even smaller regions such as a village</em>.

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