linear

简明释义

英[ˈlɪniə(r)]美[ˈlɪniər]

adj. 直线的，线性的；长度的；连续的，连贯的；（关系）直接的，明显的

英英释义

单词用法

同义词

反义词

例句

1.Very linear in the beginning.

开始非常线性。

2.I organize examples in a linear fashion.

我把这些例子按线性方式组织。

3.Many teachers have an intuitive sense that different students have different learning styles. Some are verbal and some are visual; some are linear, and some are holistic.

许多老师都有一种直觉，不同的学生有不同的学习风格。有些是语言的，有些是视觉的；有些是线性的，有些是整体的。

4.Because everything's linear.

因为所有都是线性的。

5.Linear correlation analysis indicated that those patients whose living satisfaction degree was low were prone to athymia, anxietas, interpersonal relationship sensitiveness and somatization symptom.

线性相关分析表明，生活满意度较低的患者容易出现失语症，焦虑症，人际关系敏感性和躯体化症状。

6.Students do not always progress in a linear fashion.

学生不会总是顺着一条直线进步。

7.In mathematics, a linear 线性的 equation represents a straight line on a graph.

在数学中，线性方程表示图上的一条直线。

8.The artist used linear 线性的 perspective to create depth in her painting.

这位艺术家使用了线性透视来为她的画作创造深度。

9.The linear 线性的 model is often the simplest way to predict outcomes based on input variables.

线性模型通常是根据输入变量预测结果的最简单方法。

10.In programming, a linear 线性的 search algorithm checks each element one by one.

在编程中，线性搜索算法逐个检查每个元素。

11.The growth of the population can be modeled with a linear 线性的 function in certain conditions.

在某些条件下，人口增长可以用线性函数建模。

作文

In the realm of mathematics and physics, the concept of linear (线性的) relationships plays a crucial role in understanding various phenomena. A linear (线性的) equation, for instance, represents a straight line when graphed on a coordinate plane. This simplicity allows us to analyze complex systems by breaking them down into linear (线性的) components. For example, in physics, the motion of an object can often be described using linear (线性的) equations, where distance is directly proportional to time. Moreover, the idea of linear (线性的) relationships extends beyond mathematics into everyday life. In economics, we often assume that demand increases linear (线性的) with price; this means that as prices rise, consumers are willing to buy more, up to a certain point. This linear (线性的) relationship helps economists predict market behavior and make informed decisions. However, it is important to note that while many relationships appear linear (线性的) at first glance, they may become more complex under closer examination. In the field of computer science, algorithms often utilize linear (线性的) structures to improve efficiency. For instance, a linear (线性的) search algorithm checks each element in a list sequentially until it finds the target value. Although this method is straightforward, it can become inefficient with larger datasets. Thus, understanding the linear (线性的) nature of certain algorithms can help developers optimize their code for better performance. Furthermore, the concept of linear (线性的) thinking can also influence our decision-making processes. People often prefer linear (线性的) paths to solutions, seeking straightforward answers rather than embracing complexity. This tendency can lead to oversimplification of issues, particularly in social and political contexts. For example, when addressing climate change, a linear (线性的) approach might suggest that increasing renewable energy sources will directly solve the problem, neglecting the multifaceted nature of environmental issues. Art and design also utilize linear (线性的) principles. Artists often employ linear (线性的) perspectives to create depth and dimension in their work. By understanding how linear (线性的) lines converge at a vanishing point, they can manipulate visual perception to draw the viewer’s eye toward specific focal points. This technique not only enhances aesthetic appeal but also communicates deeper meanings through spatial relationships. In summary, the term linear (线性的) encompasses a wide range of applications across various fields. From mathematics and economics to computer science and art, understanding linear (线性的) relationships enables us to simplify complex problems, optimize processes, and enhance creativity. As we navigate an increasingly complicated world, recognizing the power of linear (线性的) thinking can guide us toward effective solutions while also reminding us to remain open to the complexities that lie beneath the surface.