curve
简明释义
n. 曲线,弧线;转弯,弯道;图表曲线;曲线球;(女子身体的)曲线
v. (使)弯曲,(使)呈曲线形
adj. 弯曲的,曲线形的
复 数 c u r v e s
第 三 人 称 单 数 c u r v e s
现 在 分 词 c u r v i n g
过 去 式 c u r v e d
过 去 分 词 c u r v e d
英英释义
一条连续且平滑的线,没有尖锐的角度。 | |
一种形状或路径,弯曲或不是直的。 | |
In mathematics, a graph representing a function or a relationship between variables. | 在数学中,表示函数或变量之间关系的图形。 |
单词用法
曲线拟合 | |
特性曲线;特征曲线 |
同义词
反义词
直的 | 前方的道路是直的。 | ||
线 | 在这两点之间画一条直线。 |
例句
1.What does the curve look like?
那么这个曲线是什么样的?
2.At the last minute, I threw them a curve ball by saying, "We're going to bring spouses."
在最后一刻,我给了他们一个惊喜,说:“我们会带配偶。”
3.The engine of the train left the rails at a curve.
火车头在拐弯处脱轨。
4.If represented graphically, the curve for all these changes looks rather like that well-known hockey stick: with little change over millennia and a dramatic upswing over the past decades.
如果用图表进行展示的话,这些变化呈现出来的曲线很像大家熟悉的曲棍球杆:以往数千年都没什么变化,而在过去的几十年内却突飞猛涨。
5.A small curve in the sliding part of the convex top of the lower nut acts as the wedge.
下螺母凸顶的滑动零件上有一条小弧线充当楔块。
6.Based on the elliptic curve cryptosystem, a multikey sharing scheme is used.
基于椭圆曲线密码系统,采用了多键共享方案。
7.The rapid growth results from the fact that the majority of the people fall into the middle of a left-skewed bell-shaped curve.
之所以迅速增长,是因为大多数人都陷入了左弯的钟形曲线的中间。
8.The road has a sharp curve that requires drivers to slow down.
这条路有一个急转弯,要求司机减速。
9.In mathematics, a curve can represent a variety of functions.
在数学中,曲线可以表示多种函数。
10.She drew a beautiful curve on the paper with her pencil.
她用铅笔在纸上画了一条美丽的曲线。
11.The curve of the graph indicates a steady increase in sales.
图表的曲线显示销售额稳步增长。
12.A curve ball is difficult for batters to hit.
曲球对击球手来说很难击中。
作文
Life is often described as a journey filled with unexpected twists and turns. Throughout this journey, we encounter various challenges that can be likened to a curve (曲线) in the road. Just as a curve (曲线) can change the direction of a vehicle, so too can the obstacles we face alter our paths. Understanding how to navigate these curves (曲线) is essential for personal growth and resilience. In mathematics, a curve (曲线) is defined as a continuous and smooth flowing line without sharp angles. This concept can be applied metaphorically to life. We may start on a straight path, filled with clear goals and expectations. However, as we progress, we inevitably encounter curves (曲线) that require us to adapt and rethink our strategies. These curves (曲线) can represent changes in our careers, relationships, or even our personal beliefs. For instance, consider a student who has always excelled academically. They may have envisioned a straightforward path to success—graduating with honors and securing a prestigious job. However, life may present a curve (曲线) in the form of a sudden health issue or a family crisis. This unexpected event forces the student to reassess their priorities and goals. Rather than becoming discouraged, they can choose to embrace the curve (曲线) as an opportunity for growth. By learning to navigate these unexpected changes, they develop resilience and adaptability. Similarly, in the world of sports, athletes often face curves (曲线) in their performance. A runner may train diligently for a marathon, only to suffer an injury weeks before the race. This setback represents a significant curve (曲线) in their journey. Instead of giving up, they can use this time to focus on rehabilitation and mental strength. By approaching this curve (曲线) with determination, they can return stronger and more prepared for future challenges. Furthermore, the concept of curves (曲线) extends beyond personal experiences to societal changes. History is full of curves (曲线) that have shaped nations and communities. For example, the civil rights movement in the United States was marked by numerous curves (曲线) that challenged the status quo. Activists faced significant opposition, but their perseverance through these curves (曲线) ultimately led to crucial reforms and advancements in equality. In conclusion, understanding the nature of curves (曲线) in our lives allows us to navigate the complexities of our journeys more effectively. Whether they manifest as personal challenges, athletic setbacks, or societal shifts, these curves (曲线) are integral to our growth. Embracing them with an open mind and a positive attitude can transform potential obstacles into opportunities for development. As we continue our journeys, let us remember that every curve (曲线) we encounter is not just a deviation from our path, but a chance to learn and evolve into better versions of ourselves.
生活常常被描述为一段充满意外曲折的旅程。在这段旅程中,我们会遇到各种挑战,就像道路上的一条曲线(曲线)。正如一条曲线(曲线)可以改变车辆的行驶方向,我们面临的障碍也可以改变我们的道路。理解如何驾驭这些曲线(曲线)对于个人成长和韧性至关重要。 在数学中,曲线(曲线)被定义为一条连续而平滑的流动线,没有尖锐的角度。这个概念可以隐喻地应用于生活。我们可能会在一条直线上开始,充满明确的目标和期望。然而,随着我们前进,我们不可避免地会遇到需要我们适应和重新思考策略的曲线(曲线)。这些曲线(曲线)可以代表我们职业、关系,甚至是个人信仰的变化。 例如,考虑一个一直在学业上表现出色的学生。他们可能设想了一条通往成功的简单路径——以优异的成绩毕业并获得一份有声望的工作。然而,生活可能会以突发的健康问题或家庭危机的形式呈现出一条曲线(曲线)。这个意外事件迫使学生重新评估他们的优先事项和目标。与其感到沮丧,他们可以选择拥抱这条曲线(曲线),视其为成长的机会。通过学习如何驾驭这些意外的变化,他们培养了韧性和适应能力。 同样,在体育界,运动员经常面临表现上的曲线(曲线)。一名跑步者可能为了马拉松训练得非常努力,但在比赛前几周却受伤。这一挫折代表了他们旅程中的重大曲线(曲线)。与其放弃,他们可以利用这段时间专注于康复和心理力量。通过以决心面对这条曲线(曲线),他们可以变得更强大,并为未来的挑战做好更充分的准备。 此外,曲线(曲线)的概念不仅限于个人经历,还扩展到社会变化。历史上充满了塑造国家和社区的曲线(曲线)。例如,美国的民权运动标志着无数挑战现状的曲线(曲线)。活动人士面临着巨大的反对,但他们通过这些曲线(曲线)的坚持最终导致了重要的改革和平等的进步。 总之,理解生活中曲线(曲线)的本质使我们能够更有效地驾驭旅程的复杂性。无论它们表现为个人挑战、运动挫折还是社会变革,这些曲线(曲线)都是我们成长的重要组成部分。以开放的心态和积极的态度去拥抱它们,可以将潜在的障碍转变为发展的机会。随着我们继续旅程,让我们记住,每一条我们遇到的曲线(曲线)不仅仅是我们路径的偏离,而是一个学习和进化为更好自我的机会。
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