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Korolek [52]
3 years ago
9

A company gives each of its 80 employees (assume they were all employed continuously through 2020 and 2021) 12 days of vacation

a year if they are employed at the end of the year. The vacation accumulates and may be taken starting January 1 of the next year. The employees work 8 hours per day. In 2020, they made $20.50 per hour and in 2021 they made $24 per hour. During 2021, they took an average of 9 days of vacation each. The company’s policy is to record the liability existing at the end of each year at the wage rate for that year. What amount of vacation liability would be reflected on the 2020 and 2021 balance sheets, respectively?
Business
1 answer:
Olin [163]3 years ago
5 0

Answer:

$157,440 ; $230,400

Explanation:

The computation is shown below:

For 2018

= Number of employees × number of vacations in a year × number of hours per day × wages per hour

= 80 employees × 12 days × 8 hours × $20.50

=$157,440

For 2021

= Number of employees × number of vacations in a year + number of vacations in a year - average of vacations × number of hours per day × wages per hour

= 80 employees × 12 days + 12 days - 9 days × 8 hours × $24

= $230,400

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The total assets on the balance sheet was $128,800 before journalizing and posting the adjusting entries for $800 of expired ins
Tanya [424]

<u>Given:</u>

Total assets before journalizing and posting the adjusting = $128,800

Expired insurance = $800

Expired rent = $2,400

Depreciation = $900

<u>To find:</u>

Total assets after journalizing and posting the adjusting

<u>Solution:</u>

To determine the value of the total assets after journalizing and posting the adjustment, we have to subtract all the given values i.e, the expired rent, expired insurance and the depreciation values from the total assets before journalizing and posting the adjusting.

The calculation is as follows,

Total assets after journalizing and posting the adjusting

\Rightarrow\$128,800 - \$800 - \$2,400 - \$900 = \$124,700

Therefore, the required value of the total assets after journalizing and posting the adjusting is $124,700.

8 0
3 years ago
All of the accounts of the Grass is Greener Company have been adjusted as of December 31, 2016, with the exception of income tax
yulyashka [42]

Answer:

The income before tax is $370450, the income tax is $111135 and the net income is $259315.

Explanation:

As the data table is not visible,online a similar question is found for which the data is attached here with.

From the given data

Service Revenue=$943,000

Interest Revenue=$127,1000

Total Revenue=Service Revenue+Interest Revenue=$1070100

Now The expenses are given as

Supplies Expense=$349,200

Repairs and Maintenance Expense =$258,300

Depreciation Expense=$60,350

Rent Expense=$ 31,800

Total Expense=Supplies Expense+Repairs and Maintenance Expense+Depreciation Expense+Rent Expense=$699650

So the income before tax is given as

Income=Total Revenue-Total Expense

Income=$1070100-$699650

Income=$370450

So the income before tax is $370450.

Now the tax is estimated at 30% as given tax rate as

Tax=Rate*Income

Tax=30%*$370450

Tax=$111135

So the income tax is $111135.

Now the Net income is given as

Net Income=Income-Tax

Net Income=$370450-$111135

Net Income=$259315

So the Net Income is $259315.

8 0
3 years ago
THESE ARE TRUE OR FALSE!! PLEASE HELP ASAP!!
MakcuM [25]
1. False
2. False
3. True
4. False
5. false
6. False
7. True
8. False
9. True
10. False
3 0
3 years ago
The current price of the common stock of Internet Enterprises is $100. Over the course of a year, the stock's price will either
KATRIN_1 [288]

Answer:

Current value of this newly issued option on Internet Enterprises= $25

Explanation:

Risk free rate for 6 month or period 1= (1000-909.09)/909.09=10%

Risk free rate for 1 year= (1000-826.45)/826.45=21%

Hence, risk free rate for period 2= (1+21%)/(1+10%)-1=10%

Now, Risk free rate factor for period 1 (R1)=1+10%=1.1

Risk Free rate factor for period 2 (R2)=1+10%=1.1

Upward price factor for a period(u)=(1+100%)^(1/2)=1.414

Downward price factor for a period(d)=(1-50%)^(1/2)=0.707

Probability of upward price= (R-d)/(u-d)=(1.1-0.707)/(1.414-0.707)=0.55

Probability of downward price= 1-0.55=0.45

After period 1: Upward price=100*1.414=141.4 with probability 55%

Downward price =100*0.707=70.7 with probability 45%

After period 2:

Upward Price will be =141.4*1.414=200 with probability= 55%*55%=30.25%

Downward price will be=70.7*0.707=50 with probability=45%*45%=20.25%

Mid price will be = 141.4*0.707 or 70.7*1.414=100 with probability =2*45%*55%=49.5%

Now, the highest price the stock can go is $200 with probability 30.25% and it was issued at $100

Hence, expected payoff of the option=30.25%*(200-100)=$30.25

So, current value of the newly issued option= 30.25/(1+21%)=$25

4 0
3 years ago
Sweet Tooth Candy Company budgeted the following costs for anticipated production for August:
lidiya [134]

Answer:

Fixed costs= $73,760

Variable cost= $159,430

Explanation:

<u>First, let's separate the factory overhead costs:</u>

<u></u>

Power and light 40,450

Factory insurance 23,560

Production supervisor wages 118,980

Production control wages 30,930

Factory depreciation 19,270

<u>Now, the fixed and variable costs:</u>

Fixed costs= Factory insurance 23,560  + Production control wages 30,930 + Factory depreciation 19,270

Fixed costs= $73,760

Variable cost= Power and light 40,450 + Production supervisor wages 118,980

Variable cost= $159,430

6 0
2 years ago
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