Answer:
The answer is $5767641.92
Explanation:
PV of an Annuity = C x [ (1 – (1+i)-n) / i ]
PV of an Annuity = $1,600,000 x [ (1 – (1+0.12)-5) /0.12 ] = $5767641.92
The present value of the prize is $5767641.92
Answer: True
Explanation:
The Marketing Control Statement is quite beneficial to marketers as it avoids fixed costs and shows them the variable and programmed costs both of which can be controlled. This enables them to know what they need to and can change in a way that they can come up with an optimal marketing mix to ensure profitability.
It is also a very uncomplicated statement to prepare which further ingratiates it to marketers who would like to avoid all the jargon of income statements.
Answer:
Yes, people´s comfort level with changes in technology in their personal lives has a great influence over how comfortable they can be with adapting to new technologies in the workplace.
Explanation:
Telecommunications, networking, and wireless technologies are used regularly by most students, as those who are in studying years have grown with those technologies already developed. However, the rapid changes in technology that are common these days can become quite overwhelming, as they require users to constantly readapt to them. For example, our use of email has changed so much in the past years, with so many new lines of communication and new softwares that one has to learn how to use. And the more we get used to readapting, the more comfortable we can be when those changes become part of the workplace. It´s important to be prepared and to have the proper training to ensure the effective use of technology in such a fast-paced technological era.
Answer:
it got a little hard to understand at the end but from what read, I'll say it's true...
Answer:
equal to the british interest rate
Explanation:
Data provided in the question
The Interest rate on these securities = 12%
In the U.S, the interest rate = 10%
Also the spot rate for today would become suitable for the spot rate
Based on the above information, the effective yield on the british securities would be equivalent to the british interest rate and hence the same is to be considered
