Test your knowledge

Choose wisely. There is only one correct answer to each question.

0%
Keep studying!
Review your answers below to learn more.
1.
If you are investing for your childs college education, when does your investment time horizon permit you to take the most risk?
Choose wisely. There is only one correct answer.
When your child is born. At this point, you have the longest to invest before you need to cash in on your investments. Your investment time horizon is the longest, thus permitting you to allocate capital to assets that are more volatile.
2.
When planning for retirement needs, the best asset allocation strategy is to pick a portfolio of investments and stick with it until retirement.
Choose wisely. There is only one correct answer.
False. Asset allocation should change as individuals approach retirement, the investment time horizon becomes shorter, and their reliance on income from investments increases.
3.
Which statement best describes the effect of investment time horizon on asset allocation strategies?
Choose wisely. There is only one correct answer.
The longer you have to hold an investment, the more risk you can assume. This is true because long-term growth trends will tend to overcome short-term fluctuations in value. This is a key impact of investment time horizon on asset allocation.
4.
Why might an asset allocation that is heavily weighted toward stocks, with only a small portion in bonds, be more appropriate for a 28-year old planning for retirement than for a 60-year old?
Choose wisely. There is only one correct answer.
The 28-year old has a longer time horizon, and this will allow him or her to ride out temporary market fluctuations and take advantage of the long-term growth potential in the stock market. The older investor will have less time to make up for any short-term downturns in the stock market.
5.
Long investment time horizons decrease the risk of volatile investments.
Choose wisely. There is only one correct answer.
True. Holding volatile investments for long periods increases the likelihood that long-term growth trends will overcome short-term price fluctuations.