operand

简明释义

英[ˈɒpərænd]美[ˈɑːpərænd]

n. [计] 操作数；[计] 运算对象

英英释义

单词用法

同义词

反义词

例句

1.Click the right operand?, select enter text and enter 3.

单击右侧的operand ？，选择EnterText并输入3。

2.The result of any expression can be used as the operand of another expression.

而任何一个表达式的结果都可用作另一个表达式的操作数。

3.If the character is an operand, push it onto the stack.

如果字符是一个操作数，把它压入堆栈。

4.In some cases, a single variable may serve as both the input and the output operand.

可以在输入和输出部分中同时使用多个操作数。

5.The syntax is OK in the sense of, it is an operand, an operator, an operand, so syntactically it's OK.

这里的语法应该是好的，有个运算对象，一个运算符，另外一个运算对象，因此语法上是没错的。

6.The operand for set is an argument.

set的操作数是一个变量。

7.Click the icon next to the left operand?

单击左侧operand ？

8.Click the remaining operand?, select enter Text and enter 0.

单击剩余的operand ？，选择EnterText并输入0。

9.In programming, an operand is a value on which an operator performs an action.

在编程中，操作数是运算符执行操作的值。

10.When you write an expression like 5 + 10, both 5 and 10 are operands.

当你写出像5 + 10这样的表达式时，5和10都是操作数。

11.In a mathematical equation, the numbers being added are operands.

在数学方程中，被加的数字是操作数。

12.The operand in this function determines the output based on the input values.

这个函数中的操作数根据输入值决定输出。

13.In assembly language, each instruction typically consists of an operator and one or more operands.

在汇编语言中，每条指令通常由一个运算符和一个或多个操作数组成。

作文

In the realm of computer science and mathematics, the term operand (操作数) plays a crucial role in the execution of various operations. An operand (操作数) is essentially a value or variable that an operator acts upon. For instance, in the expression '5 + 3', both '5' and '3' are operands (操作数), while '+' is the operator that performs the addition. Understanding the concept of operands (操作数) is fundamental for anyone looking to delve deeper into programming or mathematical problem-solving. When we consider programming languages, the usage of operands (操作数) becomes even more apparent. In many programming languages, expressions are formed using operators and operands (操作数). For example, in Python, one might write an expression like 'x * y', where 'x' and 'y' are operands (操作数) being multiplied together. The ability to manipulate and understand operands (操作数) allows programmers to create complex algorithms and solve intricate problems. Moreover, operands (操作数) can take various forms depending on the context. They can be constants, variables, or even more complex data structures such as arrays or objects in object-oriented programming. This versatility makes operands (操作数) a fundamental aspect of coding and algorithm development. For instance, when working with arrays, you might have an expression like 'array[i] + array[j]', where 'array[i]' and 'array[j]' are operands (操作数) being accessed and added together. The importance of operands (操作数) extends beyond simple arithmetic operations. In logical operations, such as those found in Boolean algebra, operands (操作数) can represent true or false values. For example, in the expression 'A AND B', 'A' and 'B' are operands (操作数) that determine the outcome of the logical operation. This illustrates how operands (操作数) are not limited to numerical values but can also encompass logical states, further broadening their applicability. In conclusion, the term operand (操作数) is integral to understanding both mathematics and computer science. It serves as the foundation upon which operations are performed, whether in arithmetic calculations, programming expressions, or logical evaluations. By grasping the concept of operands (操作数), one can enhance their computational thinking and problem-solving skills, which are invaluable in today's technology-driven world. As we continue to explore the intricacies of programming and mathematical concepts, the role of operands (操作数) will undoubtedly remain significant, highlighting the interconnectedness of these fields and the importance of mastering their fundamental elements.

在计算机科学和数学领域，术语operand（操作数）在各种操作的执行中扮演着至关重要的角色。operand（操作数）本质上是一个值或变量，运算符作用于其上。例如，在表达式'5 + 3'中，'5'和'3'都是operands（操作数），而'+'是执行加法的运算符。理解operands（操作数）的概念对于任何希望深入研究编程或数学问题解决的人来说都是基础。 当我们考虑编程语言时，operands（操作数）的使用变得更加明显。在许多编程语言中，表达式是由运算符和operands（操作数）构成的。例如，在Python中，可以写出像'x * y'这样的表达式，其中'x'和'y'是被相乘的operands（操作数）。操控和理解operands（操作数）的能力使程序员能够创建复杂的算法并解决复杂的问题。 此外，operands（操作数）可以根据上下文采取多种形式。它们可以是常量、变量，甚至是更复杂的数据结构，如数组或面向对象编程中的对象。这种多功能性使得operands（操作数）成为编码和算法开发的基本方面。例如，在处理数组时，您可能会有一个表达式'array[i] + array[j]'，其中'array[i]'和'array[j]'是被访问并相加的operands（操作数）。 operands（操作数）的重要性超越了简单的算术操作。在逻辑操作中，例如在布尔代数中，operands（操作数）可以表示真或假值。例如，在表达式'A AND B'中，'A'和'B'是决定逻辑运算结果的operands（操作数）。这说明operands（操作数）不仅限于数值，还可以包含逻辑状态，进一步扩展了它们的适用性。 总之，术语operand（操作数）对于理解数学和计算机科学至关重要。它作为执行操作的基础，无论是在算术计算、编程表达式还是逻辑评估中。通过掌握operands（操作数）的概念，人们可以增强他们的计算思维和问题解决能力，这在当今技术驱动的世界中是无价的。随着我们继续探索编程和数学概念的复杂性，operands（操作数）的角色无疑将保持重要，突显这些领域的相互联系以及掌握其基本元素的重要性。