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Mkey [24]
3 years ago
5

Marigold Company discovered the following errors made in January 2022.

Business
1 answer:
lys-0071 [83]3 years ago
4 0

Answer:

A. Reversals entry

1. Dr Cash 900

Cr Equipment 900

Correct entry

Dr Wages and salaries 900

Cr Cash 900

B.

2. Dr Cash 5850

Dr Service revenue 650

Cr Account payable $6,500

3. Dr Accounts payable 360

Cr Equipment 360

Explanation:

A. To Correct the errors by reversing the incorrect entry and Preparation of the correct entry.

Reversals entry

1. Dr Cash 900

Cr Equipment 900

Correct entry

Dr Wages and salaries 900

Cr Cash 900

B. To Correct the errors without reversing the incorrect entry

2. Dr Cash 5850

($6500-650)

Dr Service revenue 650

Cr Account payable $6,500

3. Dr Accounts payable 360

(510-150)

Cr Equipment 360

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Answer:

True

Explanation:

Let us illustrate this using the below hypothetical case:

Asset acquired-motor vehicle

useful life is 3 years

salvage value $20,000

cost of the asset=$100,000

depreciation methods:

straight-line method

double-declining balance method

depreciation under straight-line method=(cost-salvage value)/useful life

depreciation under straight-line method=($100,000-$20,000)/3=$26,666.67  

accumulated depreciation for 3 years=$26,666.67  *3=$80,000

double declining balance method:

double-declining rate=100%/useful life *2=100%/3*2=67%

2 means double

year 1 depreciation=$100,000*67%=$67,000

year 2 depreciation=($100,000-$67000)*67%=$22,110  

year 3 depreciation=($100,000-$67000-$22110)*67%=$7,296  

accumulated depreciation for 3 years=$67,000+$22,110+$7,296=$96,406  

$80,000 not equal to $96,406  

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3 years ago
The following is a list of costs that were incurred in the production and sale of large commercial airplanes:___________.
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What is the var of a 10 million portfolio with normally distributed returns at the 5% VaR? Assume the expected return is 13% and
Kitty [74]

Answer and Explanation:

The computation is shown below:

1. VaR = Expected return - z × Standard deviation  

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= -19.90%

Therefore the option a is the correct answer.

2) Now the correlation coefficient is

Variance of the portfolio  = (weight of A × Standard deviation 1)^2 + (weight of B × Standard deviation 2)^2 + (2 × weight of A × weight of B × Standard deviation 1 × Standard deviation 2 × correlation 1 and 2)

3.80% = (60% × 24%)^2 + (40% × 18%)^2 + (2 × 60% × 40% × 24% × 18% × correlation 1 and 2)

So the correlation is 0.583

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3 years ago
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