sum equal to…

简明释义

与…相等金额

英英释义

例句

1.The sum equal to the monthly sales was impressive this quarter.

本季度的月销售额等于相当可观。

2.The final score of the game was a sum equal to 42 points.

比赛的最终得分为等于 42 分。

3.The total expenses for the project amounted to a sum equal to $10,000.

这个项目的总费用达到了等于 $10,000。

4.After calculating all the donations, we found a sum equal to $5,500.

在计算所有的捐款后，我们发现总额为等于 $5,500。

5.Her savings reached a sum equal to $15,000 after five years.

经过五年的储蓄，她的存款达到了等于 $15,000。

作文

Mathematics is a subject that many students find challenging, yet it is essential for developing critical thinking skills. One of the fundamental concepts in mathematics is the idea of a sum equal to a specific value. This concept is not only applicable in pure mathematics but also in various real-life situations. For example, when budgeting for a project, one must ensure that the total expenses do not exceed the allocated funds. In this case, the total expenses can be represented as a sum equal to the budget limit. Understanding this relationship helps individuals make informed financial decisions.In addition to budgeting, the concept of a sum equal to a certain amount is crucial in statistics. When analyzing data, researchers often need to calculate the mean, median, or mode. Each of these calculations involves determining a sum equal to a specific number of observations. For instance, to find the average score of a class, one must add all the scores together, resulting in a sum equal to the total points earned by the students divided by the number of students. This understanding allows researchers to draw meaningful conclusions from their data.Moreover, the concept of a sum equal to a designated figure can be seen in various fields such as engineering and physics. Engineers often deal with forces acting on structures, where the total force must be balanced. If an engineer states that the total load on a beam should be a sum equal to the capacity of the beam, they are ensuring safety and stability in their designs. This application highlights the importance of understanding how different components contribute to a final result.In everyday life, we encounter situations that require us to think about sum equal to specific values. For example, when planning a party, one might consider the number of guests and the quantity of food needed. If a host wants to ensure that there is enough food for everyone, they will calculate the total amount based on the number of guests, establishing a sum equal to the required servings. This practical application of mathematics emphasizes its relevance beyond the classroom.Furthermore, teaching students about the sum equal to concept fosters problem-solving skills. When students learn to manipulate equations and understand how to derive a total from individual parts, they become better equipped to tackle complex problems. This skill is not only vital in academics but also in personal and professional situations.In conclusion, the phrase sum equal to captures a critical aspect of both mathematics and real-world applications. Whether budgeting, analyzing data, or ensuring structural integrity, understanding how to arrive at a sum equal to a certain figure is essential. As students develop their mathematical skills, they should recognize the importance of this concept in their daily lives and future careers. By mastering the idea of a sum equal to, they will enhance their ability to think critically and solve problems effectively.

数学是许多学生觉得具有挑战性的学科，但它对于培养批判性思维技能至关重要。数学中的一个基本概念是“和等于”某个特定值的概念。这个概念不仅适用于纯数学，还适用于各种现实生活中的情况。例如，在为项目制定预算时，必须确保总支出不超过分配的资金。在这种情况下，总支出可以表示为“和等于”预算限制。理解这种关系有助于个人做出明智的财务决策。除了预算之外，“和等于”某个金额的概念在统计学中也至关重要。当分析数据时，研究人员经常需要计算均值、中位数或众数。这些计算涉及确定“和等于”特定观察数量。例如，要找到一个班级的平均分数，必须将所有分数相加，得出“和等于”学生所获得的总分数除以学生人数。这种理解使研究人员能够从数据中得出有意义的结论。此外，“和等于”指定数字的概念可以在工程和物理等多个领域中看到。工程师通常处理作用于结构的力量，其中总力量必须保持平衡。如果一名工程师声明某梁上的总负荷应为“和等于”该梁的承载能力，则他们是在确保设计的安全性和稳定性。这一应用突显了理解不同组件如何对最终结果产生贡献的重要性。在日常生活中，我们会遇到需要考虑“和等于”特定值的情况。例如，在计划派对时，人们可能会考虑客人的数量和所需食物的数量。如果主人希望确保每个人都有足够的食物，他们将根据客人的数量计算所需的总量，建立一个“和等于”所需份额的关系。这种数学的实际应用强调了它在课堂之外的相关性。此外，教授学生“和等于”的概念可以培养解决问题的能力。当学生学习操纵方程并理解如何从各个部分推导出总数时，他们将更好地应对复杂的问题。这项技能不仅在学术上至关重要，而且在个人和职业情况下也同样重要。总之，短语“和等于”捕捉了数学和现实世界应用中的一个关键方面。无论是预算、数据分析还是确保结构完整性，理解如何得出“和等于”某个数字是至关重要的。随着学生数学技能的发展，他们应该认识到这一概念在日常生活和未来职业中的重要性。通过掌握“和等于”的概念，他们将增强批判性思维和有效解决问题的能力。