arithmetic mean price

简明释义

算术平均价格

英英释义

例句

1.Investors often look at the arithmetic mean price of stocks over a specific period to assess market trends.

投资者通常会查看股票在特定时期内的算术平均价格以评估市场趋势。

2.The arithmetic mean price of the houses in this neighborhood has increased significantly over the past year.

过去一年，这个社区房屋的算术平均价格显著上涨。

3.The arithmetic mean price of the products in the store is calculated to be $20.

商店中产品的算术平均价格计算为20美元。

4.To determine the arithmetic mean price for the last five sales, we need to add their prices and divide by five.

要确定最近五次销售的算术平均价格，我们需要将它们的价格相加并除以五。

5.You can find the arithmetic mean price of different brands of smartphones by comparing their prices.

通过比较不同品牌智能手机的价格，可以找到它们的算术平均价格。

作文

In the world of finance and economics, understanding various pricing strategies is crucial for making informed decisions. One important concept that often arises is the arithmetic mean price, which refers to the average price of a set of items calculated by adding all the prices together and dividing by the number of items. This measure is particularly useful when analyzing market trends or evaluating the performance of stocks and commodities. To illustrate the significance of the arithmetic mean price, let us consider a simple example involving the prices of five different products in a grocery store. If the prices are $2, $3, $5, $7, and $8, the arithmetic mean price can be calculated as follows: first, we add the prices together: 2 + 3 + 5 + 7 + 8 = 25. Then, we divide this total by the number of products, which is 5. Thus, the arithmetic mean price is 25 / 5 = $5. This average price provides valuable insights for both consumers and retailers. For consumers, knowing the arithmetic mean price helps them gauge whether they are paying a fair price for a product. If a consumer sees a product priced significantly above the arithmetic mean price, they might reconsider their purchase or seek alternatives. On the other hand, retailers can use the arithmetic mean price to set competitive prices. By comparing their prices to the average, they can adjust their pricing strategies to attract more customers while still maintaining profitability. Moreover, the arithmetic mean price is not limited to physical goods; it also plays a vital role in financial markets. Investors often look at the arithmetic mean price of stocks over a specific period to identify trends and make predictions about future performance. For instance, if the average price of a stock over the past year has been rising, investors may interpret this as a sign of strong company performance and potential for continued growth. Conversely, a declining arithmetic mean price might signal trouble ahead, prompting investors to sell their shares before losses accumulate. However, it is essential to note that the arithmetic mean price can sometimes be misleading, especially in cases where there are extreme values or outliers in the data set. For example, if one product in our earlier grocery example was priced at $100, the arithmetic mean price would drastically increase to $22. This could give a false impression of the general pricing landscape. Therefore, it is often beneficial to consider other statistical measures, such as the median or mode, alongside the arithmetic mean price to obtain a more comprehensive view of pricing trends. In conclusion, the arithmetic mean price is a fundamental concept in economics and finance that aids in understanding pricing dynamics. It serves as a benchmark for consumers and retailers alike, providing insights into fair pricing and market trends. While it is a valuable tool, one must be cautious of its limitations and consider additional data points for a well-rounded analysis. By mastering the concept of the arithmetic mean price, individuals can enhance their decision-making capabilities in various economic contexts.

在金融和经济的世界中，理解各种定价策略对于做出明智的决策至关重要。一个经常出现的重要概念是算术平均价格，它指的是通过将一组商品的所有价格相加并除以商品数量来计算的平均价格。这个指标在分析市场趋势或评估股票和商品的表现时特别有用。为了说明算术平均价格的重要性，让我们考虑一个简单的例子，涉及一家杂货店中五种不同产品的价格。如果这些价格分别为2美元、3美元、5美元、7美元和8美元，则可以按如下方式计算算术平均价格：首先，将价格相加：2 + 3 + 5 + 7 + 8 = 25。然后，将此总数除以产品的数量，即5。因此，算术平均价格为25 / 5 = 5美元。这个平均价格为消费者和零售商提供了宝贵的见解。对于消费者而言，了解算术平均价格可以帮助他们判断自己是否为产品支付了公平的价格。如果消费者发现某个产品的价格远高于算术平均价格，他们可能会重新考虑购买或寻找替代品。另一方面，零售商可以利用算术平均价格来设定具有竞争力的价格。通过将自己的价格与平均价格进行比较，他们可以调整定价策略，以吸引更多客户，同时保持盈利能力。此外，算术平均价格不仅限于实物商品；它在金融市场中也发挥着重要作用。投资者经常查看特定时期内股票的算术平均价格，以识别趋势并预测未来表现。例如，如果某只股票在过去一年的平均价格一直在上涨，投资者可能会将其解读为公司表现强劲和持续增长的潜力。相反，下降的算术平均价格可能预示着前方的麻烦，促使投资者在损失累积之前卖出股票。然而，需要注意的是，算术平均价格有时可能会产生误导，尤其是在数据集中存在极端值或异常值的情况下。例如，如果我们早先的杂货店例子中有一种产品的价格为100美元，则算术平均价格将大幅上升至22美元。这可能给人对一般定价环境的错误印象。因此，通常最好结合其他统计指标，如中位数或众数，与算术平均价格一起考虑，以获得更全面的定价趋势视图。总之，算术平均价格是经济学和金融学中的一个基本概念，有助于理解定价动态。它作为消费者和零售商的基准，为公平定价和市场趋势提供了见解。尽管它是一个有价值的工具，但人们必须谨慎对待其局限性，并考虑额外的数据点以进行全面分析。通过掌握算术平均价格的概念，个人可以在各种经济背景下增强决策能力。