Based on the economic and financial analysis, the main reason for considering <u>nonconstant growth</u> in dividends is to allow for "<u>Supernormal</u>" growth rates over "<u>some finite length of time</u>."
This is because, in nonconstant growth, the growth rate cannot surpass the mandatory return indefinitely.
However, there is the probability that it could do so for some number of years.
Also, it should be noted that in this situation, the value of the stock equates to the present value of all the future dividends.
Hence, in this case, it is concluded that the correct answer is <u>supernormal</u> and <u>some finite length of time</u>.
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The other inspiring realizations that helped Andrew Feld to come up with the idea for his startup, Fresh Patch, were as follows:
- <u>Idea:</u> His pet gave him some idea that he could build a patch bathroom to enable his dog to ease whenever nature comes calling. When he tried it out with the dog and saw the success, he engaged his need for income to start marketing the product to others.
- <u>Necessity:</u> Since he was unemployed with a pregnant wife, he realized that he could do something with his time. This made him to try the bathroom for dogs idea that his pet needed. He needed some income to cater for his family.
- <u>A Big Vision:</u> The other realization is that the first year could be tough and will-breaking. Then, he also realized that a big vision could be realized if one works hard at it.
Thus, these realizations greatly helped Andrew Feld for his startup, Fresh Patch.
Read more about inspiring ideas for business startups at brainly.com/question/11671311
Answer:
The correct answer is letter "C": Positive confirmations.
Explanation:
Positive confirmations are audit procedures by which ambiguous information is clarified. It also implies the confirmation of the accuracy of the data provided in the company's books and Financial Statements. By doing so, liabilities, bank accounts, accounts receivables and payables amounts are verified.
Answer:
6.32%
Explanation:
Bonds yield amount = $1,030 × 6.14% = $63.242
Coupon rate = Bond yield amount ÷ Par value of the bond = $63.242 ÷ $1,000 = 0.063242, or 6.32%
Therefore, the coupon rate on the bonds must be 6.32%.