Answer:
It will take 10.058 years from today.
Explanation:
Giving the following information:
Present value= $1,091
Future value= $1,728
Interest rate= 12%
<u>First, we need to calculate the number of years it will take to transform the PV into the FV:</u>
<u></u>
n= ln(FV/PV) / ln(1+i)
n= ln(1,728/1,091) / ln(1.12)
n= 4.058 years
It will take 10.058 years from today.
Answer:
An example email to the company:
Dear Sirs:
I have recently been in contact with some sources that have told me that you baby Powder may be causing ovarian cancer. I would respectfully ask you to look into this issue, as your product may be harming young children.
Thank you for your time,
_Your name herE_
Answer: e. 8.61%
Explanation:
This is a perpetual bond so the price is calculable by;
Price = Coupon / Yield to Maturity
Coupon = 7.75% * 1,000
= $77.50
900 = 77.50/ YTM
900 * YTM = 77.50
YTM = 77.50/900
= 8.61%
Answer:
The required rate of return for the project will be 13.087%
Explanation:
To calculate the required rate of return for the project, we must first calculate the required rate of return for the firm's equity. The required rate of return can be calculated using the CAPM or Capital Asset Pricing Model equation. The formula for required rate of return (r) under this model is,
r = rRf + Beta * rpM
Where,
- rRF is the risk free rate
- rpM is the risk premium on market
r = 0.027 + 1.23 * 0.069
r = 0.11187 or 11.187%
The discount rate that is usually used for an all equity firm is its required rate of return. Thus, the required rate of return for the project will be,
r = 0.11187 + 0.019
r = 0.13087 or 13.087%
The strategy that Algonquin is working on is PUSH STRATEGY.
Push strategy is a promotional marketing strategy that involves taking a product directly to the consumers by making use of various means of advertising the product to take the product to the costumers.
