probability; general approximate amount

简明释义

概率

英英释义

例句

1.In this market, the probability; general approximate amount of a price increase is approximately 20%.

在这个市场上，价格上涨的概率；大致数量约为20%。

2.There is a probability; general approximate amount of 10% that the event will be canceled due to bad weather.

由于恶劣天气，活动被取消的概率；大致数量为10%。

3.Based on the data, the probability; general approximate amount of customers returning is estimated at 30%.

根据数据，顾客回头的概率；大致数量估计为30%。

4.The weather forecast indicates a probability; general approximate amount of snow this weekend at about 50%.

天气预报显示这个周末下雪的概率；大致数量大约为50%。

5.The probability; general approximate amount of rain tomorrow is quite high, around 70%.

明天的概率；大致数量下雨的可能性很高，大约是70%。

作文

In the realm of decision-making, understanding the concept of probability; general approximate amount is essential. This phrase encapsulates the likelihood of an event occurring and provides a rough estimate of its magnitude. When we make choices in our daily lives, whether it's deciding to invest in stocks or choosing a career path, we often rely on our assessment of probabilities. For instance, when considering a new job offer, one might evaluate the probability; general approximate amount of success in that role based on past experiences or industry trends.Probability is a mathematical concept that quantifies uncertainty. It allows us to assign a numerical value to the chance of an event happening, ranging from 0 (impossible) to 1 (certain). In practical terms, this means that if we say there is a 70% chance of rain tomorrow, we are expressing a high degree of confidence in that forecast. However, it is important to remember that probability does not guarantee outcomes; it merely informs us of the likelihood of different scenarios.The term general approximate amount complements the idea of probability by providing a sense of scale. When we discuss the potential outcomes of an event, we often need to consider how significant those outcomes might be. For example, if a company predicts a 60% chance of increasing its profits next quarter, the general approximate amount of that increase could be quantified in financial terms. This helps stakeholders understand not just the likelihood of success but also the potential impact of that success.In business, the interplay between probability; general approximate amount is crucial for strategic planning. Companies utilize statistical models to forecast sales, assess risks, and allocate resources effectively. By analyzing historical data, they can determine the probability; general approximate amount of various outcomes, such as market growth or product demand. This information aids in making informed decisions that align with their goals.Moreover, in personal finance, understanding probability; general approximate amount can lead to better investment choices. Investors often evaluate the probability of a stock's price increasing based on market trends, economic indicators, and company performance. They also consider the general approximate amount of potential returns versus the risks involved. This analysis is vital for creating a balanced portfolio that reflects both risk tolerance and financial objectives.In conclusion, the phrase probability; general approximate amount serves as a powerful tool in both professional and personal contexts. By grasping the meaning of probability and its relationship to approximate amounts, individuals can make more informed decisions. Whether in business strategies or personal investments, understanding these concepts enhances our ability to navigate uncertainty and achieve our goals. As we continue to face complex choices in life, the clarity provided by probability; general approximate amount will undoubtedly guide us towards more effective decision-making processes.

在决策领域，理解“概率；一般近似值”这个概念是至关重要的。这个短语概括了某个事件发生的可能性，并提供了其规模的粗略估计。当我们在日常生活中做出选择时，无论是决定投资股票还是选择职业道路，我们通常依赖于对概率的评估。例如，当考虑一个新的工作机会时，人们可能会根据过去的经验或行业趋势来评估该角色成功的“概率；一般近似值”。概率是一个量化不确定性的数学概念。它使我们能够为某个事件发生的机会分配一个数值，从0（不可能）到1（确定）。在实际应用中，这意味着如果我们说明天有70%的可能下雨，我们正在表达对该天气预报的高度信心。然而，重要的是要记住，概率并不能保证结果；它只是告诉我们不同情境发生的可能性。“一般近似值”这一术语通过提供规模感来补充概率的概念。当我们讨论事件的潜在结果时，我们常常需要考虑这些结果可能的重要性。例如，如果一家公司预测下个季度有60%的可能性增加利润，那么这种增加的“一般近似值”可以用财务术语量化。这有助于利益相关者了解成功的可能性以及成功的潜在影响。在商业中，“概率；一般近似值”之间的相互作用对战略规划至关重要。公司利用统计模型来预测销售、评估风险和有效分配资源。通过分析历史数据，他们可以确定各种结果的“概率；一般近似值”，例如市场增长或产品需求。这些信息有助于做出与其目标一致的明智决策。此外，在个人理财中，理解“概率；一般近似值”可以带来更好的投资选择。投资者通常根据市场趋势、经济指标和公司表现来评估某只股票价格上涨的“概率”。他们还会考虑潜在回报的“一般近似值”与所涉及风险之间的关系。这种分析对于创建反映风险承受能力和财务目标的平衡投资组合至关重要。总之，短语“概率；一般近似值”在专业和个人背景中都是一个强大的工具。通过掌握概率的含义及其与近似值的关系，个人可以做出更明智的决策。无论是在商业战略还是个人投资中，理解这些概念增强了我们驾驭不确定性和实现目标的能力。随着我们继续面临生活中的复杂选择，“概率；一般近似值”所提供的清晰度无疑将指导我们走向更有效的决策过程。