compound average
简明释义
综合平均值
英英释义
例句
1.To understand the growth rate, we need to find the compound average 复合平均值 of the annual sales figures.
为了理解增长率，我们需要找出年度销售数据的compound average 复合平均值。
2.In finance, the compound average 复合平均值 interest rate is crucial for calculating future investments.
在金融中，compound average 复合平均值利率对计算未来投资至关重要。
3.The investor calculated the compound average 复合平均值 return on their portfolio over the last five years.
投资者计算了他们过去五年投资组合的compound average 复合平均值收益率。
4.The compound average 复合平均值 score of the team improved significantly after the training sessions.
经过培训课程后，球队的compound average 复合平均值得分显著提高。
5.The compound average 复合平均值 of the temperature readings helped us identify climate trends.
温度读数的compound average 复合平均值帮助我们识别气候趋势。
作文
In the world of finance and investment, understanding various metrics is crucial for making informed decisions. One such important metric is the compound average, which is often used to assess the performance of investments over time. The compound average refers to the average rate of return on an investment when the returns are reinvested to generate additional earnings. This concept is vital for investors as it provides a more accurate picture of how their investments grow over time compared to simple averages. To illustrate the significance of the compound average, let's consider an example. Suppose an investor puts $1,000 into a mutual fund that has an annual return of 10%. In the first year, the investment grows to $1,100. If the investor leaves this amount in the fund, in the second year, the fund will earn interest not just on the initial $1,000 but also on the $100 gained in the first year. Therefore, at the end of the second year, the total amount will be $1,210. This process continues, and by the end of five years, the investment will have grown significantly due to the power of compounding. The compound average return over these five years would provide a clearer understanding of the investment's growth than merely looking at the annual returns individually.Another important aspect to consider is that the compound average can vary based on the frequency of compounding. For instance, if the same investment compounds monthly instead of annually, the total amount at the end of the investment period will be higher. This highlights the importance of understanding how often returns are compounded, as it can significantly impact the overall returns. Furthermore, the compound average is not only applicable to financial investments but can also be useful in other areas such as education and personal development. For example, if a student improves their grades by 5% each semester and continues to build on that improvement, the overall progress can be assessed using the compound average. This method allows individuals to see the cumulative effect of their efforts over time, leading to greater motivation and goal-setting.In conclusion, the compound average is a powerful tool for evaluating growth and performance in various contexts. By considering the effects of reinvestment and the frequency of compounding, investors and individuals can gain a deeper understanding of their progress and make more informed decisions. Whether in finance or personal development, recognizing the value of the compound average can lead to better outcomes and a clearer path toward achieving one's goals.
在金融和投资的世界中，理解各种指标对于做出明智的决策至关重要。其中一个重要的指标是复合平均数，它通常用于评估投资随时间的表现。复合平均数指的是当收益被再投资以产生额外收益时，投资的平均回报率。这个概念对于投资者来说至关重要，因为它提供了比简单平均数更准确的投资增长情况。为了说明复合平均数的重要性，让我们考虑一个例子。假设一位投资者将$1,000投资于一个年回报率为10%的共同基金。在第一年，投资增长到$1,100。如果投资者将这笔钱留在基金中，在第二年，基金将不仅仅在最初的$1,000上赚取利息，还将在第一年获得的$100上赚取利息。因此，到第二年末，总金额将为$1,210。这个过程继续进行，到五年末，由于复利的力量，投资将显著增长。这五年的复合平均数回报将提供比单独查看年度回报更清晰的投资增长理解。另一个需要考虑的重要方面是，复合平均数可以根据复利的频率而有所不同。例如，如果同样的投资每月复利而不是每年复利，那么在投资期末的总金额将会更高。这突显了理解收益复利频率的重要性，因为它可以显著影响总体回报。此外，复合平均数不仅适用于金融投资，也可以在教育和个人发展等其他领域中发挥作用。例如，如果一名学生每学期提高5%的成绩，并继续在此基础上进步，则可以使用复合平均数来评估整体进步。这种方法使个人能够看到他们努力的累积效果，从而激励他们设定更高的目标。总之，复合平均数是评估各种背景下增长和表现的强大工具。通过考虑再投资的影响和复利的频率，投资者和个人可以更深入地理解他们的进展，并做出更明智的决策。无论是在金融还是个人发展中，认识到复合平均数的价值都可以带来更好的结果，以及实现目标的更清晰路径。
