B. underperform those who hold investments for the long term and trade infrequently.
Research indicates that investors who closely monitor their portfolios and trade quickly in response to minor fluctuations in price underperform those who hold investments for the long term and trade infrequently.
<h3>Why do investors underperform?</h3>
Market timing is the first explanation. Individual investors attempt to decide whether to invest in stocks and when to withdraw funds from them. Despite the fact that we are aware of the market's unpredictability, investors frequently invest during bull markets and exit during down markets. This is seen in the money flows into and out of mutual funds during stock market extremes. Your return will be negatively impacted if you buy high and sell low.
The fees that investors spend are the second factor contributing to their poor market performance. The majority of investors are unaware of their costs and don't care. They fail to understand how a few dollars here and there could possibly make a difference. They believe the fees and charges don't exist since they can't see them.
Learn more about investors here:
brainly.com/question/13602963
#SPJ4
Answer:
76 months
Explanation:
If Lisa only pays the $20 minimum monthly payment, it will take her 76 months to repay her debt (6 years and 4 months). She will also end up paying almost $540 in interest.
If you have a credit card it is never a good idea to pay only the minimum monthly payment since you will end up paying a lot of interest and usually other fees and charges apply.
Answer:
16.1 days
Explanation:
Note: The full question is attached as picture below
Daily demand d = 520
Annual demand D = 520*250 = 130000
Setup cost S = $680
Production rate p = 875
Holding cost H = 0.25*25 = 6.25
Optimal order quantity Q
Q = 8350
Length of production run = Q/d
Length of production run = 8350/520
Length of production run = 16.05769230769231
Length of production run = 16.1 days
Answer:
7.38%
8.23%
7.01%
9.17%
Explanation:
Rate of return = (future value / amount invested)^(1/n) - 1
n = number of years
a. (788.17 / 360)^(1/11) - 1 = 7.38%
b. (11.499.87 / 3000) ^(1/17) - 1 = 8.23
c. (140,000 / 31,542.31)^(1/22) - 1 = 7.01
d. (1,100,000 / 32895.12)^(1/40) - 1 = 9.17
