minimum value

简明释义

最小价值

英英释义

例句

1.For this experiment, we need to set a minimum value 最小值 of 50 degrees Celsius.

对于这个实验，我们需要设定最低温度为 50 摄氏度。

2.The software requires a minimum value 最小值 of 1 GB of RAM to run smoothly.

该软件需要至少 1 GB 的内存才能流畅运行。

3.To qualify for the loan, you need to show a minimum value 最小值 of $5,000 in your bank account.

要获得贷款，您需要在银行账户中显示至少 5,000 美元的余额。

4.The minimum value 最小值 for the investment return is expected to be around 3% annually.

投资回报的最低值预计每年约为 3%。

5.The contract stipulates a minimum value 最小值 for the project budget of $10,000.

合同规定项目预算的最低值为 10,000 美元。

作文

In mathematics and economics, the concept of minimum value is crucial for understanding optimization problems. The minimum value refers to the smallest quantity or lowest point in a given set of data or function. For instance, when analyzing a company's profit margins, identifying the minimum value of expenses is essential to maximize profitability. This principle applies not only to financial contexts but also to various fields such as engineering, physics, and even everyday decision-making.To illustrate the significance of the minimum value, consider a simple scenario involving a student preparing for exams. The student has a limited amount of time to study and must decide how to allocate this time across different subjects. By evaluating the minimum value of time required for each subject to achieve a passing grade, the student can optimize their study schedule. This analysis helps ensure that no subject is neglected, thus maximizing the overall performance.Moreover, in environmental studies, researchers often seek to determine the minimum value of resources needed to sustain ecosystems. For example, they might analyze the minimum value of water required for a particular plant species to survive in a drought-prone area. Understanding these thresholds enables scientists and policymakers to develop effective conservation strategies that protect vulnerable species and habitats.In the realm of technology, the minimum value is equally important. Software developers frequently use algorithms that require finding the minimum value in datasets to improve efficiency. For instance, in machine learning, algorithms like gradient descent aim to minimize the error function, which involves calculating the minimum value of the loss function. By doing so, the algorithm can learn from data and make accurate predictions, showcasing the practical applications of this mathematical concept.Furthermore, the importance of the minimum value extends to personal finance. Individuals often seek to minimize their expenses while maximizing savings. By identifying the minimum value of necessary expenditures, such as rent and utilities, individuals can create budgets that allow them to save more effectively. This practice not only promotes financial stability but also encourages responsible spending habits.In conclusion, the minimum value is a fundamental concept that permeates various aspects of life, from academic pursuits to environmental conservation and personal finance. Understanding how to identify and utilize the minimum value can lead to better decision-making and efficiency in both professional and personal contexts. By recognizing the significance of this concept, individuals and organizations can optimize their resources and achieve their goals more effectively. Therefore, whether in mathematics, economics, or everyday life, the minimum value serves as a guiding principle that helps us navigate complex problems and make informed choices.

在数学和经济学中，最小值的概念对于理解优化问题至关重要。最小值是指在给定数据或函数集中最小的数量或最低点。例如，在分析公司的利润率时，识别费用的最小值对最大化盈利能力至关重要。这一原则不仅适用于金融领域，还适用于工程、物理乃至日常决策等多个领域。为了说明最小值的重要性，考虑一个简单的场景：一名学生正在为考试做准备。这名学生有有限的时间来学习，必须决定如何将这些时间分配到不同的科目上。通过评估每个科目达到及格所需的最小值时间，这位学生可以优化他们的学习计划。这种分析有助于确保没有科目被忽视，从而最大化整体表现。此外，在环境研究中，研究人员通常寻求确定维持生态系统所需资源的最小值。例如，他们可能分析某种植物在干旱地区生存所需的水的最小值。了解这些阈值使科学家和政策制定者能够制定有效的保护策略，以保护脆弱的物种和栖息地。在科技领域，最小值同样重要。软件开发人员经常使用需要在数据集中查找最小值的算法以提高效率。例如，在机器学习中，像梯度下降这样的算法旨在最小化误差函数，这涉及计算损失函数的最小值。通过这样做，算法可以从数据中学习并做出准确的预测，展示了这一数学概念的实际应用。此外，最小值的重要性还扩展到个人财务。个人通常寻求最小化支出，同时最大化储蓄。通过识别必要支出的最小值，如租金和水电费，个人可以制定预算，更有效地进行储蓄。这种做法不仅促进了财务稳定，还鼓励负责任的消费习惯。总之，最小值是一个基本概念，渗透到生活的各个方面，从学术追求到环境保护再到个人财务。理解如何识别和利用最小值可以导致更好的决策和更高的效率，无论是在专业还是个人背景下。通过认识到这一概念的重要性，个人和组织可以优化资源，更有效地实现目标。因此，无论是在数学、经济学还是日常生活中，最小值都是一个指导原则，帮助我们应对复杂问题并做出明智的选择。