Answer:
$12,000
Explanation:
Gain = Sold duplex - Fair market Valve
Gain = 312,000 - 300,000
Gain = $12,000
Therefore $12,000 gain was recognized
Answer:
Required return 10.27%
Dividend yield 5.77%
Expected capital gains yield 4.5%
Explanation:
Calculation for required return using this formula
A. R = (D1 / P0) + g
Let plug in the formula
Required return = ($2.30 / $39.85) + .045
Required return = .1027*100
Required return= 10.27%
Therefore Required return is 10.27%
Calculation for dividend yield using this formula
Dividend yield = D1 / P0
Let plug in the formula
Dividend yield = $2.30 / $39.85
Dividend yield = .0577*100
Dividend yield = 5.77%
Therefore Dividend yield is 5.77%
Calculation for the expected capital gains yield
Using this formula
Expected capital gains yield=Required return-Dividend yield
Let plug in the formula
Expected capital gains yield=10.27%-5.77%
Expected capital gains yield=4.5%
Therefore Expected capital gains yield is 4.5%
Answer:
The answer is below
Explanation:
A Master Administrator is normally the individual who is tasked at establishing the company file in QuickBooks Online.
In other words, Master Admin possesses access to all portions of the company file and can grant authorizations and access to other users.
Therefore, a Master Admin Accountant User can view the apps connected to a client’s QuickBooks Online account from within QuickBooks Online Accountant by doing the following:
1. Go to Settings
2. Select Manage Users.
3. Select Accounting firms.
4. Under the Company section, Select View Apps.
Answer:
C. $737,500
Explanation:
The formula to compute the ending balance of retained earning is shown below:
The ending balance of retained earning = Beginning balance of retained earnings + net income - dividend paid
= $659,000 + $220,000 - $141,500
= $737,500
The net income is calculated below:
= Sales revenues - expenses
$600,000 - $380,000
= $220,000
<span>It's like a type of a</span><span> account in the current liabilities section of a </span><span>company's um I think balance sheet.</span>
