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Sonja [21]
3 years ago
11

Selected current year company information follows: Net income $ 17,753 Net sales 730,855 Total liabilities, beginning-year 101,9

32 Total liabilities, end-of-year 121,201 Total stockholders' equity, beginning-year 216,935 Total stockholders' equity, end-of-year 148,851 The return on total assets is
Business
1 answer:
Sveta_85 [38]3 years ago
8 0

Answer:

6.03%

Explanation:

Calculation for the return on total assets

First step will be to find the assets at the beginning using this formula

Beginning year Assets =Beginning Total liabilities + Beginning Stockholders' equity

Let plug in the formula

Beginning year Assets=$101,932 + $216,935

Beginning year Assets=$318,867

Second step is to find the end of the year asset using this formula

End of the year assets = Ending Total liabilities + Ending Stockholders' equity

Let plug in the formula

End of the year assets=$121,201 + $148,851

End of the year assets = $270,052

Last step is to calculate for the return on total assets using this formula

Return on total assets = Net income/Average of total assets,

Let find the Total asset averages

Using this formula

Total asset averages=(Beginning year Assets+End of the year assets)/2

Let plug in the formula

Total asset averages($318,867 + $270,052)/2 Total asset averages=$588,919/2

Total asset averages= $294,459.50

Hence,

Return on total assets = Net income/Average of total assets

Return on total assets=$ 17,753/294,459.50

Return on total assets=0.0603

Return on total assets=6.03%

Therefore the return on total assets will be 6.03%

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Answer:

This means that the equilibrium wage rate and employment will be determined by the intersection of the horizontal labour supply curve, and the downward sloping MRP (D) curve. The wage rate is determined by the whole market, and this sets the wage rate for all firms in the market.

Explanation:

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6 0
2 years ago
List and explain ten factors to consider in preparing family income​
aniked [119]

<em>Answer:</em>

<em>1. Availability of Money:</em>

<em>The expenditure of a family depends upon the availability of money or total income of the family. It can afford to spend under various needs. In lower income group, families expenditure is more on food. Higher income group families spend more on recreation, education and luxuries etc.</em>

<em>2. The size and the composition of the family:</em>

<em>Expenditure depends upon the size and composition of the family. The size of the family means the number of adults and children. The more the mouths to eat the expenditure is more on food, clothing and shelter. With the growth of children, more will be spent on education and clothing. More will be spent towards transportation when the members go out of the house for work or study.</em>

<em>Composition of the family means the number of adults and children in the family. It also includes the number of males, females and old persons. For old persons, extra expenditure will be incurred towards health and medical expenses.</em>

<em>3. Stages of family life cycle:</em>

<em>Family life cycle plays an important role in spending money. At the beginning stage, most part of the family income is spent towards the establishment expenditure as a newly married couple starts their family life. In the expanding stage families need money for the children, their food, dress, education etc. Some families in the expanding stage spend more on purchasing durable household goods, furniture etc. In the contracting stage major expenditure is on wedding celebration of their children. During this stage, the family income is gradually reduced. So the expenditure should be cut short.</em>

<em>4. Occupation of the family members:</em>

<em>Sometimes expenditure of the family depends upon the occupation of the family members. In certain jobs, there are special benefits like free quarters, educational facilities for children, health and medical allowance, travelling allowance etc.</em>

<em>5. The needs and objectives of the family:</em>

<em>Expenditure will be done according to the needs and objectives of the family. For example, a family where young children are there, more will be spent for nutritious foods. Old people require health and medical expenses. Working women spend money for the servants as they do not find time to do the household work.</em>

<em>6. Resources:</em>

<em>Both human and material resources can make significant changes in the pattern of expenditure of a family. The abilities, skill, knowledge, interest, attitude and habits of the members of the family can be utilized for various purposes as supplementary income.</em>

<em>7. Locality of the family:</em>

<em>In rural areas more will be spent on food. But in urban areas the expenditure is more on education, recreation, transportation, accommodation etc.</em>

<em>8. Socio-economic status of the family:</em>

<em>The socio-economic status of the family is determined by its income, education level and occupation of the members. The higher the socio-economic status the expenditure will be more on interior decoration, higher education, club membership, accommodation, recreation etc. The total expenditure depends on the standard of living the family maintains.</em>

<em>9. Social and religious traditions:</em>

<em>Some families accept old and traditional values. So they spend more on marriages and religious festival.</em>

<em>10. Personal choice:</em>

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<em />

<em>This saying is rightly proved in home management. Balancing of income and expenditure is the best way of money management. Whatever the income may be, the efficient management of money is a requisite for a happy, successful and peaceful family life.</em>

8 0
3 years ago
A stock had returns of 12 percent, 16 percent, 10 percent, 19 percent, 15 percent, and -6 percent over the last six years. What
OleMash [197]

Answer:

10.68%

Explanation:

Data provided in the question:

Returns on stock : 12%, 16%, 10%, 19%, 15%, -6%

Now,

Geometric average return on the stock is calculated as:

Geometric average return = ({(1 + r_1)\times(1 + r_2).......\times(1 + r_n)})^\frac{1}{n}- 1

Thus,

For the given returns on stock

Geometric average return

=[ (1 + 0.12)\times(1 + 0.16)\times(1 + 0.10)\times(1 + 0.19)\times(1 + 0.15)\times(1 + (- 0.06)) ]^{\frac{1}{6}}-1

= [ 1.12\times1.16\times1.10\times1.19\times1.15\times0.94 ]^{\frac{1}{6}}-1

=  [1.8384056768]^{\frac{1}{6}}-1

= 1.1068 - 1

= 0.1068

or

= 0.1068 × 100%

= 10.68%

6 0
3 years ago
Can I have some help?
Kisachek [45]

Answer:

b

Explanation:

8 0
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