What Octavia should do is send a quick reply explaining that she needs more time to consider the question. Say the customer is asking asking something really complicated, the receiver will might need more time to answer than an easier question.
Answer:
-0.0246 or -2.46%
Explanation:
The duration 't' of his investment is:
The future value ($10,668,500) of an initial investment ($12,700,500) at a rate 'r' for a period of 7 years is given by:
![10,668,500=12,700,500*(1+r)^7\\1+r=\sqrt[7]{\frac{10,668,500}{12,700,500}}\\1+r=0.9754\\r=-0.0246=-2.46\%](https://tex.z-dn.net/?f=10%2C668%2C500%3D12%2C700%2C500%2A%281%2Br%29%5E7%5C%5C1%2Br%3D%5Csqrt%5B7%5D%7B%5Cfrac%7B10%2C668%2C500%7D%7B12%2C700%2C500%7D%7D%5C%5C1%2Br%3D0.9754%5C%5Cr%3D-0.0246%3D-2.46%5C%25)
His annual rate of return was -0.0246 or -2.46%.
*A negative rate of return means that money was lost in this investment
It’s C I believe :) I hope this helps you
Answer:
The correct answer to the following question is option A, i.e., To create more value for customers.
Explanation:
Generally, this answer is best for this question because customer satisfaction is more valuable for your business. The word 'value' is mostly means to price or any other things which have value for the businessman as well as the customers also.
In other words, when we create more value to the customer then we get more profit and if we do not value our customer then we suffer loss.
So, the customer value is more valuable or precious for the businessman or the firm.
Answer:
c. $386.7 million
Explanation:
The enterprise value of the firm is the present value of its future free cash flows discounted at the weighted average cost of capital as well as the present value of free cash flow terminal value beyond year 3 as shown thus:
Year 1 FCF=$10 million
Year 2 FCF=$20 million
Year 3 FCF=$30 million
terminal value=Year 3 FCF*(1+terminal growth rate)/(WACC-terminal growth rate)
terminal growth rate=2%
WACC=9%
terminal value=$30*(1+2%)/(9%-2%)
terminal value=$437.14 million( $437.1 million is wrong as it is the terminal value, not the enterprise value)
present value of FCF=FCF/(1+WACC)^n
n is the year in which the free cash flow is expected, it is 1 for year 1 FCF, 2 for year 2 FCF , 3 for year 3 FCF as well as the terminal (the terminal value is also stated in year 3 terms)
enterprise value=$10/(1+9%)^1+$20/(1+9%)^2+$30/(1+9%)^3+$437.14 /(1+9%)^3
enterprise value= $386.7 milion
