Answer:
The annualized rate of return to the Swiss investor is -7.93%.
Explanation:
This is an instance of foreign currency bond.
Using the exchange rate of $1 = 1.420, purchase price of the bond is calculated as $9,708.74 x 1.420 = 13,786.4108 Swiss Francs
Using the exchange rate of $1 = 1.324, maturity value is $10,000 x 1.324 = 13,240 Swiss Francs
Holding period is 6 months.
So, annualized rate of return is: (Maturity amount - Purchase price)/Purchase price x 12 / No of months
Annualized rate of return is: (13,240 - 13,786.4108)/13,786.4108 x 12/6 = -0.079268028.
Annualized rate of return is -7.93% approximately.
It's hehhdfsjgsisgdsjsb,gvsjsvgsgejdnxgndjdgdusjehgsnskhsgzjosbdjd there's the answer XD
The best example of how companies are upgrading themselves to meet changing customer preferences is personified in option (C) making online shopping services available.
Since customers nowadays prefer to shop online more often than not, many companies are now providing online marketplaces in combination with their traditional brick and mortar stores. Some companies do not even have a pop up store – they purely do their transactions online.
Answer:
It will take Alfred to accumulate the $5994 annually 4.1367 and monthly 4.0557
Explanation:
In order to calculate how long will it take Alfred to accumulate the $5994 we would have to use the following formula:
A=P(1+r/n)∧n*t
P=$5,016
A=$5994
r=4.4%
n=1 annually
n=12 monthly
Therefore, t annually would be as follows:
5,994=$5,016(1+(4.4%/100)/1)∧1*t
t=4.1367
Therefore, t monthly would be as follows:
5,994=$5,016(1+(4.4%/100)/12)∧12*t
t=4.0557
It will take Alfred to accumulate the $5994 annually 4.1367 and monthly 4.0557
Hello,
Here is your answer:
The proper answer to this question is option A "<span>motivation, humility, and decision making". You honestly need motivation, humility, and decision making skills in order to be successful.
Your answer is A.
If you need anymore help feel free to ask me!
Hope this helps!</span>
