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Colt1911 [192]
3 years ago
13

Mason has a Mason Painting Services has a weekly payroll of $28,000. December 31 fails on Wednesday and Mason will pay its emplo

yees following Monday (January 5) for the previous full week. Assume that Mason has a five - day workweek and has an unadjusted balance in Salaries Expense of $790,000. What amount should be debited to Salaries Expense on December 31?
A $790,000
B. $11.200
C $28,000
D, $16,000
Business
1 answer:
Tanzania [10]3 years ago
5 0

Answer:

The answer is: Mason should debit salaries expense by $16,800 on December 31

Explanation:

We can determine the daily payroll for Mason Painting Services:

daily payroll = 28000 / 5 days = $5,600

Mason's employees worked for last 3 days of the year, so we just multiply the daily payroll by 3 days:

Dr salaries expense = $5,600 per day x 3 days = $16,800

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Example of how this skill can make you valuable to potential employer of self and social awareness
Marizza181 [45]

Answer:Self-awareness can help improve your career because it makes it easier to understand how others see you. This is key for success. It's essential to be aware of the perceptions of higher-ups, of course, but it's also important to know how you come off when you're working in a leadership capacity.

Explanation: trust

6 0
3 years ago
Swiss Group reports net income of $40,000 for 2019. At the beginning of 2019, Swiss Group had $200,000 in assets. By the end of
Sati [7]

Answer:

For the tear 2019, net income is 40,000

Beginning of the year 2019, asset of the S are 200,000

Ending of the year 2019, asset of the S are 300,000

Average asset for 2019= Beginning assets + Closing assets / 2

Average asset for 2019= 200,000 + 300,000 / 2

Average asset for 2019= $250,000

Return on assets = Net income / Average assets * 100%

= 40,000 / 250,000 * 100

=16%

Thus, the return on assets is 16%

Conclusion: If the average return of assets of the competitors are 11%, It means S uses the assets efficient manner, so performance of the S is very good ad return of the S is higher than competitors on asset

8 0
3 years ago
On January 2, Novation Corp. replaced its boiler with a more efficient one. The following information was available on that date
grandymaker [24]

Answer:

$136,000

Explanation:

Purchase price of new boiler = $120,000

Carrying amount of old boiler = $10,000

Fair value of old boiler = $4,000

Installation cost of new boiler = $16,000

The selling cost of old boiler = $4,000

Now,

Capitalized cost of the new boiler

= Purchase price of the new boiler + Installation cost the new boiler

= $120,000 + $16,000

= $136,000

3 0
3 years ago
Suppose that a perfectly competitive industry is in long-run equilibrium. Every firm is producing at minimum average total cost,
elixir [45]

Answer:

B. firms will exit the industry

Explanation:

When the firms is producing at the minimum average total cost, the amount of profit margin that they get tend to be high. This means that they can fulfill their target profit even by producing less amount of product.

Even when the demand in the market is decreased, Such firms will most likely accumulated enough profit to survive for a long period of time before they go bankrupt. This is why the firms is very unlikely to exist the industry in a short run.

7 0
3 years ago
Orchard Farms has a pretax cost of debt of 7.29 percent and a cost of equity of 16.3 percent. The firm uses the subjective appro
svp [43]

Answer: Net present value =  $446,556

Explanation:

First we'll compute the Weighted Average Cost of Capital :

Weighted Average Cost of Capital = K_{e} \times W_{e} + K_{d} \times W_{d}

= 0.163×\frac{1}{1.48} + 0.0729× (1 - 0.35 )× \frac{0.48}{1.48}  

= 0.1255

where;

K_{e} = Cost of equity

W_{e} = Proportion of equity

K_{d} = Cost of debt

W_{d} = Proportion of debt

Now, we'll compute the cost of capital using the following formula:

Cost of capital = Weighted Average Cost of Capital + adjustment factor

= 0.1255 + 0.0125

= 0.138 or 13.8%

∴ Net present value = Cash outflows - Total PV of cash flows

= $3,900,000 - $1,260,000 (Annuity value of 13.8% for 5 years)

= 3,900,000 - 1260000 \times \frac{[1-(1+13.8)^{-5}]}{13.8}

= $3,900,000 - $3,453,444

= $446,556

Therefore, the correct answer is option(b).

5 0
4 years ago
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