Find out what you learned

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

0%
Keep studying!
Review your answers below to learn more.
1.
Which of the following statements is false?
Choose wisely. There is only one correct answer.
Dollar-cost averaging always leads to better returns than lump-sum investing. In a rising market, a lump-sum investor will earn more than someone who is dollar-cost averaging into a fund will. However, dollar-cost averaging limits risk, instills discipline, and often allows investors to get into high-minimum funds for less.
2.
If a mutual fund's value increases every month for a 12-month period, which of the following investors most likely comes out ahead?
Choose wisely. There is only one correct answer.
The lump-sum investor. With a lump-sum investment you would have purchased the most shares at the lowest net asset value--right at the beginning of the period.
3.
When they both have the same amount of money to invest, a lump-sum investor will always outperform a dollar cost averager because of the fact that he started earlier and could therefore take advantage of time.
Choose wisely. There is only one correct answer.
False. In cases where the price of the investment fluctuates up and down, the averager can actually outperform the lump-sum investor because he is sometimes buying more shares as the price drops.
4.
To successfully outperform the market by timing, Morningstar found that an investor's calls must be right _______.
Choose wisely. There is only one correct answer.
Two thirds of the time. Because stocks go up more often than they go down and because of the effects of compounding, market-timers can't just get their calls right half the time and outperform. They must be right two thirds of the time. That's a lot.
5.
Dollar-cost averaging means _______.
Choose wisely. There is only one correct answer.
Investing a set amount of money on a regular basis. It's an effective method of investing because it buys more shares when the price declines and fewer when the price rises.