Using the Gordon Growth Model (a.k.a. Dividend Discount Model), the intrinsic value of a stock can be calculated, exclusive of current market conditions. In this model, the value of the stock is equated to the present value of the stock's future dividends.
<span>Value of stock (P0) = D1 / (k - g)
</span>where
D1<span> = </span><span>expected annual </span>dividend<span> per share in the following year </span>
<span>k = the investor's discount rate or required </span>rate of return
g = the expected dividend growth rate
<u>From the problem:</u>
The value of stock is $10.80
D1 is $0.40
g is 0.08
k is unknown
Solution:
Rearranging the equation for Gordon Growth Model to solve for k:
k = (D1/P0) + g
Substituting the variables with the given values,
k = (0.40/10.80) + 0.08
k = 0.1170
In percent form, this is
0.1170 * 100% = 11.70%.
Thus, the total rate of return on the stock is 11.70%.
The answer is $12,360.22(rounded)
16,995-5,500= 11,495
11,495+7%= 12,360.2151
Hope this helps!! :)
Answer:
The correct answer is B
Explanation:
The journal entry to record the sale of the subscription is as:
Cash A/c.............................................................Dr $600,000
To Unearned Subscription Revenue A/c..........Cr $600,000
As company made a sale of the subscription, so cash is received from sale therefore any increase in asset is debited. So, the cash account is debited. And the unearned subscription revenue is credited because cash is received against subscription sale.
Answer:
Academic achievements. ...
Relevant coursework. ...
Clubs. ...
Sports and musical instruments. ...
Volunteer work. ...
Languages. ...
Computer skills. ...
Any kind of employment at all.
Explanation:
