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ladessa [460]
3 years ago
11

At the beginning of the year, Shaolin Company had total assets of $520,000 and total liabilities of $210,000. Answer the followi

ng questions viewing each situation as being independent of the others. (1) If total assets increased $200,000 during the year, and total liabilities decreased $75,000, what is the amount of stockholders' equity at the end of the year
Business
1 answer:
Afina-wow [57]3 years ago
3 0

The amount of stockholders' equity at the end of the year is $585,000.

<h3>What is the accounting equation? </h3>

The accounting equation is also known as the balance sheet equation. It relates the assets of a business to its liabilities and stockholders' equity. According to the accounting equation: Assets = stockholders' equity + liabilities

<h3>What is the stockholders' equity? </h3>

Stockholders' equity = assets - liabilities

Stockholders' equity = ($520,000 + $200,000) - ($210,000 - $75,000)

Stockholders' equity = $720,000 - $135,000

Stockholders' equity = $585,000

To learn more about stockholders' equity, please check: brainly.com/question/23828880

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Aesha works for a moderately priced running shoe manufacturer and while their products are lower in cost, there is a high degree
VLD [36.1K]

Answer:

Demand conditions

Explanation:

Demand conditions means the size and the nature of the customer base for the products that could result in innovation and the improvement related to the product.

Since in the given situation it is mentioned that their products contains less cost but they develop the best quality shoes also they innovate the products from time to time so this represent the demand conditions

3 0
3 years ago
Factors in expatriate selection decision are:
Margarita [4]

Answer:

2) Corporate headquarters preferences, host country/subsidiary preferences, and language skills

Explanation:

It is not easy being an expatriate and many who have been through that experience are not satisfied with it. That is why successful expatriates are considered high value assets by the corporations. Many factors are involved in the expatriate selection process including:

  • the most important is the headquarters preferences since they will ultimately be the ones to decide which candidates to select
  • the subsidiaries preferences since after the expatriate is selected, .he will go to work there, there is no such thing as a remote expatriate. Subsidiaries that have been operating for several years probably had previous expat experiences and they can contribute to the selection process.
  • language and cultural barriers must be accounted for.

3 0
4 years ago
A variant of fiscal-year budgeting whereby a twelve-month projection into the future is maintained at all times is termed
Anna35 [415]
A variant of fiscal-year budgeting whereby a twelve-month projection into the future is maintained at all times is called continuos budgeting.
3 0
3 years ago
Digital Organics (DO) has the opportunity to invest $1.02 million now (t = 0) and expects after-tax returns of $620,000 in t = 1
Free_Kalibri [48]

Answer:

The APV of a project will be "$88,958.52".

Explanation:

To calculate the APV (Adjusted Present Value):

NPV of a Equity Financing = [-Investment+(\frac{Aftertax \ Returns \ year1}{(1+Rate)})+(\frac{Aftertax \ Return \ year2}{(1+Rate)^2})]

On putting the values in the above formula, we get

= [-1020000+(\frac{620000}{1+14 \ percent})+(\frac{720000}{1+14 \ percent^2})]

= [-1020000+543859.65+554016.62]

= $77876.27

Present value:

When $320000 is funded with department to be reimbursed in two installments of I, we provide

⇒ $320000 = \frac{I}{1.10} +\frac{I}{1.10^2}

⇒                I= $184380.95

During first year of a installment,

[320000×0.10] = $32000 is of concern interest as well as the remaining

$152380.95 ($184380.95-$32000) seems to be of principal repayment which leaves $167619.05 ($320000-$152380.95) as a debt for the next year.

Now,

APV = [NPV \ of \ Financial+Total \ Tax \ Shield]

On putting the values in the above formula, we get

⇒       = [77878.27+11082.25]

⇒       = $88958.52

4 0
3 years ago
An individual wants to have $95,000 per year to live on when she retires in 30 years. The individual is planning on living for 2
son4ous [18]

Answer:

The amount she would be saving during her working life is  $1,089,64 and the deposit required for each year is $6,624.21

Explanation:

Solution

Given that:

The amount of income needed for retirement income = P×[1-(1÷(1+r)^n)]÷r

Now,

The Interest rate per annum  =6.00%

The Number of years = 2

The Number of compoundings per annum  = 1

The Interest rate per period ( r)=6.00%      

The period per payment (P)=$ 95,000

The Amount required for retirement income = 95000*[1-(1/(1+6%)^95000]/6% =$1,089,643        

Now,

Required deposit for every year (P)=FVA÷([(1+r)^n-1]÷r)

The Interest rate per annum = 10.00%

The Number of years= 30                                          

The number payments per per annum =1                                       The Interest rate per period ( r)=10.00%

The Number of periods (n)=30

Thus,

The Future value of annuity (FVA) = $1,089,643  

Hence the deposit required for each year is = 1089643/(((1+10%)^30-1)/10%)

= $6,624.21

                           

                                                 

6 0
3 years ago
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