Answer: A. Owners' equity for proprietorships and partnerships is usually referred to as capital.
B. No distinction is made between invested capital and retained earnings for a proprietorship or a partnership.
C. Neither proprietorships or partnerships issue stock.
Explanation:
The statements that are true regarding owners' equity and ownership rights held in noncorporate entities include:
• No distinction is made between invested capital and retained earnings for a proprietorship or a partnership.
• Neither proprietorships or partnerships issue stock.
• Owners' equity for proprietorships and partnerships is usually referred to as capital.
We should note that sole proprietorships and partnership typically don't have stockholders and shouldn't issue stock as they aren't separated from their founders.
Also, the owners' equity for proprietorships and partnerships is usually referred to as capital. We should note that for a sole proprietorship or a partnership, the equity is the owners capital account which can be seen on the balance sheet.
Based on the above explanation, all the options given above are correct.
<span>Year Cash Flow
0 -$46,400
1 18,000
2 33,530
3 4,600</span>
<span>NPV = -$46,400 + $18,000 / (1 + 0.09) + $33,530 / (1 + 0.09)2 + $4,600 / (1 + 0.09)3 =
</span><span>-$1,574.41</span>
Answer:
$4,013.10.
$3,329.54.
Explanation:
If discount rate is 8%
PV of Cash Flows :
($830 / 1.08^1) + ($1,150 / 1.08^2) + ($1,410 / 1.08^3) + ($1,550 / 1.08^4)
$768.52 + $985.94 + $1,119.30 + $1,139.30
$4,013.10
If discount rate is 16%
PV of Cash Flows :
($830 / 1.16^1) + ($1,150 / 1.16^2) + ($1,410 / 1.16^3) + ($1,550 / 1.16^4)
$715.52 + $854.64 + $903.33 + $856.05
$3,329.54.
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1. Pay yourself first
2. Savings account
3. Trade off
4. Interest
5. Interest Rate
6. Money market
7. Net income
8. Financial Goal
9. Depository Institution
10. Payroll deduction
Answer:
Do = $2.00
D1= Do(1+g)1 = $2(1+0.1)1 = $2.20
D2= Do(1+g)2 = $2(1+0.1)2 = $2.42
PHASE 1
V1 = D1/1+ke + D2/(1+ke)2
V1 = 2.20/(1+0.11) + 2.42/(1+0.11)2
V1 = $1.9820 + $1.9641
V1 = $3.9461
PHASE 2
V2 = DN(1+g)/ (Ke-g )(1+k e)n V2 = $2.42(1+0.03)/(0.11-0.03)(1+0.11)2
V2 = $2.4926/$0.0649
V2 = $38.4068
The current stock price is calculated as follows:
Po = V1 + V2
Po = $3.9461 + $38.4068
Po = $42.35
Explanation: This question relates to valuation of shares with 2-phase growth model. The value of shares in the first phase will be determined by discounting the dividend for the 2 years by cost of equity. The dividends for year 1 and year 2 were obtained by subjecting the current dividend paid (Do) to growth rate.
Moreso, the value of shares for the second phase was calculated by considering the last dividend paid(D2) and then subject it to the new growth rate. The adjusted dividend was then capitalized at the appropriate discount rate of the company.
