Answer:
$9.63
Explanation:
Data provided in the question:
Year Annual dividend paid
1 $1.20
2 $1.12
3 $1.12
4 $14.20
Now,
Year Annual dividend paid Present value factor Present value
1 $1.20 0.84246 1.011
2 $1.12 0.84246 0.7949
3 $1.12 0.59793 0.6696
4 $14.20 0.50373 7.1529
===============================================================
Worth of stock = 1.011 + 0.7949 + 0.6696 + 7.1529
= $9.6284 ≈ $9.63
Note:
Present value factor = [ 1 ÷ (1 + 0.187)ⁿ]
here,
n is the year
When using Debt financing, the company incurs a legal obligation to repay the amount borrowed. Retained earnings assign to the percentage of net acquiring not to paid out as dividends, but retained by the company to be reinvested in its core business, or to pay a debt.
Answer:
0.5
Explanation:
A screenshot is attached to get the full solution
Since the coefficient is < 1, it is inelastic
Answer:
<u>Phenomenological</u>
Explanation:
Helen Heartwell flew to New York City a few weeks after the September 11 , 2001, bombing of the World Trade Center . She wanted to know how the victims of the attack were making sense of what had happened to them . Dr. Heartwell is probably employing<em><u> Phenomenological</u></em> qualitative research design.
Phenomenological is the study in which we can study about the phenomena of the human as they experienced in real pr may they lived that.
There are two main approach of Phenomenological they are descriptive and interpretive . In recent time , Phenomenological is used widely in any field. It considered the important aspect which a person experienced or lived , but not interested in the explanation .
Answer: b. The put price decreases to $3.50
Explanation:
Put - Call Parity refers to the relationship that a certain European Put has with a European Call of the same underlying asset, strike price, and expiration date.
If Put - Call Clarity holds then the options and the calls should move together when Volatility changes all else being equal.
In the above scenario, the price of the call DROPPED by $0.5 to $2.50.
This means that the Put Price must DROP AS WELL by $0.5 to $3.50 to maintain the Parity.
