arithmetical operation

简明释义

算术操作

英英释义

例句

1.When solving equations, understanding arithmetical operations 算术运算 is crucial.

在解方程时，理解算术运算 arithmetical operations是至关重要的。

2.You need to apply the correct arithmetical operations 算术运算 to find the total cost.

你需要应用正确的算术运算 arithmetical operations来找到总成本。

3.In primary school, students learn basic arithmetical operation 算术运算 such as addition and subtraction.

在小学，学生学习基本的算术运算 arithmetical operation，例如加法和减法。

4.The calculator can perform various arithmetical operations 算术运算 quickly and accurately.

这款计算器可以快速准确地执行各种算术运算 arithmetical operations。

5.In computer programming, arithmetical operations 算术运算 are fundamental for calculations.

在计算机编程中，算术运算 arithmetical operations是计算的基础。

作文

Mathematics is a fundamental part of our daily lives, and understanding its principles can greatly enhance our problem-solving skills. One of the most basic yet essential concepts in mathematics is the notion of arithmetical operation (算术运算). These operations form the foundation of all mathematical calculations and are used in various applications, from simple budgeting to complex scientific computations.There are four primary types of arithmetical operations (算术运算): addition, subtraction, multiplication, and division. Each of these operations plays a crucial role in how we manipulate numbers and solve equations. Addition involves combining two or more numbers to get a total, while subtraction is about finding the difference between numbers. Multiplication is essentially repeated addition, and division is distributing a number into equal parts.Understanding these basic arithmetical operations (算术运算) is not just important for academic purposes; it is also vital for everyday tasks. For instance, when shopping, we often need to add up prices, calculate discounts, or divide the total cost among friends. Without a solid grasp of arithmetical operations (算术运算), such tasks can become daunting and error-prone.Moreover, learning arithmetical operations (算术运算) lays the groundwork for more advanced mathematical concepts. For example, understanding how to perform these basic operations is necessary before moving on to algebra, geometry, or calculus. In algebra, we often manipulate equations that require the use of arithmetical operations (算术运算) to isolate variables and solve for unknowns. Thus, mastering these operations is crucial for academic success in higher mathematics.In addition to their practical applications, arithmetical operations (算术运算) also play a significant role in developing logical thinking and analytical skills. When we engage in mathematical problem-solving, we learn to approach challenges systematically. This methodical way of thinking can be applied to various aspects of life, including decision-making and critical analysis.Furthermore, with the rise of technology, the importance of arithmetical operations (算术运算) has expanded into fields like computer science and data analysis. Algorithms, which are sets of rules for solving problems, often rely heavily on these basic operations. Understanding how to implement and optimize arithmetical operations (算术运算) is essential for anyone looking to pursue a career in these areas.In conclusion, arithmetical operations (算术运算) are not just abstract concepts confined to textbooks; they are essential tools that we use daily. From managing finances to advancing in academic subjects, the ability to perform and understand these operations is invaluable. By honing our skills in arithmetical operations (算术运算), we not only improve our mathematical abilities but also enhance our overall cognitive skills, preparing us for a wide range of challenges in life.