Answer: 13.53%
Explanation:
The expected return on the portfolio will be calculated by multiplying the investment in each stock by the expected return of the stocks. This will be:
= (31% × 11%) + (46% × 14%) + (23% ×16%)
= 3.41% + 6.44% + 3.68%
= 13.53%
Answer:
Let's say that the value of the US dollar goes down due to inflation.
A startup business would have to pay more money to it's employees, spend more money on products, try and charge the same prices, and lose a lot of money. Essentially, more money would be going out than coming in.
The answer is foreign currency fluctuations.
Foreign currency fluctuations are basically the change in the values of currencies based on the demand of that currency.
In other words, the more the number of investors invests in the stocks regulated by the stock market to buy exports of any country, the more will be the value of the currency of that particular country and vice versa.
Foreign currency fluctuation occurs for all floating currencies all over the world.
Since in the given case, the value of the euro changes from US$1 to US$1.60 from 2002 to 2008 respectively.
Hence, this change in value is called Foreign currency fluctuations.
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Answer:
(B) For Month Ended April 30, 20--.
Explanation:
Since, the income statement reflects the activities of the specific firm/entity/company for a particular period, therefore the date on income statement is always written in below manner depending on the number of months it represents.
If 12 months are represented by the income statement, then the date on such income statement is written as:
For year ended April 30,20--.
If 6 months are represented by the income statement, then the date on such income statement is written as:
For six months ended April 30,20--.
If 1 month is represented by the income statement, then the date on such income statement is written as:
For month ended April 30,20--.
Keeping in view the above discussion, the answer to the question shall be
(B) For Month Ended April 30, 20--.
Answer:
Final Value= $4,216,869
Explanation:
Giving the following information:
You have decided that one year from today you will begin depositing 10 percent of your annual salary in an account that will earn 9.2 percent per year. Your salary will increase at 3 percent per year throughout your career. Your salary is $52,000
Your retirement is in 40 years.
We need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A=annual payment= 5,200
i= 9.2% interest + 3% year increase= 12.2%
n=40
FV= {5,200*[(1.122^40)-1]}/0.122
FV= $4,216,869
