Answer:
The correct option is :
This stock is overvalued; you shouldn't consider adding it to your portfolio.
Explanation:
The stocks that are in cedar valley corporation has a price that exceedes its present value from this statement the first given option doesn't justify as the stocks rates are not undervalued.
Now, in the second option its again given that the stock will be overvalued which is true but it should be added to the portfolio is not correct. so, this option is not considered.
In the third option it mentions that stock is overvalued which is the correct option and also that it shouldn't be added in portfolio.
And the last one states that its undervalued which restricts the option at this point only.
So, third option is correct.
Answer:
It will be reported as gain.
Explanation:
If the fair value of the net identifiable assets acquired exceeds the fair value of the consideration given (purchase cost) will be a <u>negative goodwill.</u>
It will be due to <em>"bargain purchase"</em> and the accounting records the "negative goodwill" as a gain in the income statment
Explanation:
- Q1.Can my eyes capture things within the normal distance?
- Q2. Am I feeling normal without any illness?
Answer for Q1: I would list down things that I could see from normal distance, objects on my left and right and would ask my family member to cross check.
Answer for Q2: Driving with heavy fever, or other illness sometimes make driving difficult. So it risks both passenger and driver's life.
Answer for Q3: I would self check with normal hands-free. I would check one ear at a time.
Answer:
BE Scoping strategy CC Horizontal scope D.A)Horizontal installation.
Answer:
Reward to volatility ratio = 0.71
Explanation:
Given the expected risk premium = 10%
Standard deviation = 14%
The rate on treasury bills = 6%
The investment amount that the client chooses to invest = $60000
Expected return of equity = the expected risk premium + The rate on treasury bills
Expected return of equity = 10% + 6% = 16%
Standard deviatin = 14%
Reward to volatility ratio = (expected return - risk free rate) /standard deviation
Reward to voltality ratio = (16% -6%)/14%
Reward to voltality ratio = 0.71
