Answer:
Price of stock = $49.5
Explanation:
<em>The Dividend Valuation Model(DVM) is a technique used to value the worth of an asset. According to this model, the value of an asset is the sum of the present values of the future cash flows would that arise from the asset discounted at the required rate of return. </em>
If dividend is expected to grow at a given rate , the value of a share is calculated using the formula below:
Price of stock=Do (1+g)/(k-g)
Do - dividend in the following year, K- requited rate of return , g- growth rate
DATA:
D0- 2.7
g- 10%
K- 16%
Price of stock = ( 2.7×1.1)/(0.16-0.1) = 49.5
Price of stock = $49.5
Answer:
Mio's foreign earned income exclusion is $99,960
Explanation:
The calculation of the Mio's foreign earned income exclusion is given below:
The foreign earned income exclusion limit for 2020 is $107,600
Now the foreign earned income exclusion depend on days equivalent to
= Foreign earned income exclusion limit × (2020 days ÷ total number of days in a year)
= $107,600 × (340 days ÷ 366 days)
= $99,960
Hence, Mio's foreign earned income exclusion is $99,960
Answer:
When an investor adds international stocks to his or her U.S. stock portfolio, a. he or she needs to seek professional management because he or she doesn't have access to international investments on his or her own. b. it will have no impact on either the risk or the return of his or her portfolio. c. he or she will increase his or her expected return but must also take on more risk. d. he or she can reduce the risk of his or her portfolio. e. it will raise his or her risk relative to the risk he or she would face just holding U.S. stocks.
Answer:
Complete at least 10 qualifying transactions (including debit card purchases, online bill payments and direct deposits) within 60 days of opening your account. The account must remain open for six months, or Chase may deduct the bonus at closing. When you'll get it: Within 10 business days of completing requirements.
Answer: <em><u>16.5% is the average tax rate that will result in a 10 percent increase in tax revenues.</u></em>
Explanation:
This is an example of static forecasting since no time parameter is involved.
Now,
Let initial revenue be "R" ,
"n" be no. of taxpayer
∴ R= 65000×0.15×n
R +0.1R= 65000×rate×n
Using the above two equation, we'll get ;
<u><em>r = 16.5%</em></u>
