Much to the chagrin of established firms, one clear super trend is that products and services must get to market faster because "more competitors are offering targeted products."
This is because it has been observed that several start-ups firms offer similar products to what the established firms are had as a business idea. Not only that, but they also target the same group of consumers.
Therefore, to remain top of the game and beat the startups out of business, the established firms must ensure their business ideas are quickly turned into products or services and get to the market faster.
Otherwise, the startups will take over their business ideas and a huge part of their targeted consumers.
Hence, in this case, it is concluded that the established firms must be proactive if they want to remain above the rest of their competitors.
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Answer:
The correct answer is letter "C": interest-rate risk.
Explanation:
Interest-rate risk is the threat that already owned investments will lose market value if new investments with higher interest rates come onto the market. It has a more direct effect on the value of bonds than stocks and is a major risk to all bondholders. Bond prices decrease and the interest rate increases and when bond prices increase it is because interest rate decreased.
Answer: Train managers to use the appraisal process.
Explanation:
An appraisal system is a reward system, which sets to evaluate the progress of staff, and either promote them or demote them based on their performance. It is important to consider avoiding sentiment when doing this, as it would ruin the effots of the staff and affect work flow. It is advisable that managers should stick to the appraisal methods, and avoid any form of bias that may set in, the best way would be to train managers before appraisal, and carry out a test on them, to know their sense of judgement.
Answer: 16.08%
Explanation:
The effective annual interest rate simply means the interest rate on a loan that is restated from nominal interest rate.
In the above question, we are informed that it uses 15.00% as the nominal annual rate make monthly payments.
Effective annual rate = (1 + r/m)^m - 1
where,
r = annual nominal interest rate
m = number of compounding periods for the year.
In this case m= 12 since there are 12 months in a year.
The answer has been attached.
Answer:
Option a ($325,203) is the right response.
Explanation:
The given values are:
Required Lump sum amount,
= $2,000,000
Future value of an annuity,
= 6.15
Now,
As we know,
The required amount of annual deposit will be:
= 
On substituting the given values, we get
= 
= 
i.e.,
= 
($)
