[百师联盟]2026-2027学年高一10月联考数学(百A)试题

[百师联盟]2026-2027学年高一10月联考数学(百A)试题于2026-10-27发布，目前已经汇总了[百师联盟]2026-2027学年高一10月联考数学(百A)试题的各科答案和试卷，更多试卷答案请关注本网站。

本文从以下几个角度介绍。

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3、百师联盟试卷高一10月联考试卷
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[百师联盟]2026-2027学年高一10月联考数学(百A)试题

[百师联盟]2026-2027学年高一10月联考数学(百A)试题

When presenting his groundbreaking model of chaos and the potential of extreme chaotic unpredictability at the 1972 meeting, Lorenz posed the question: “Does the flap of a butterfly’s wings in Brazil set off a tornado in Texas ”
Richard ·A· Anthes, former president of the University Corporation, says Lorenz was illustrating how, “in a system of apparently simple mathematical equations (方程式), a tiny change in the initial position of the particle can cause huge changes in its future position.” This analogy, so simply and beautifully expressed with Lorenz’s fascinating metaphor (隐喻), captured the imaginations of scientists and the public alike.
The butterfly effect “disrupted science at a philosophical level, showing that modeling the future is only predictable to an extent”, explains Bo-Wen Shen, an associate professor at San Diego State University. Shen thinks this is because the idea that even the slightest changes may have significant impacts offers hope to individuals, encouraging them to take small actions that could have a profound and positive effect.
The concept has been the subject of films and social media where people shared their butterfly effect stories: seemingly random events — a car breaking down, a missed train, a broken shoe — that lead to significant moments in their life. These stories often misunderstand Lorenz’s original concept and more accurately describe a coincidence. The main disconnect lies in the belief that the ability of a tiny change to create an organized disturbance at large distances is a real phenomenon.
Tim Palmer, a climate physics professor at Oxford, argues that Lorenz’s butterfly effect illustrates how weather emerges from independent atmospheric patterns interacting in fleeting (闪现的), collective ways. In 2017, he said we could imagine weather like a set of Russian dolls: a large low-pressure system holds turbulent thunderstorms, which contain smaller clouds and eddies (漩涡), with even tinier eddies inside. His idea about how to understand the butterfly effect is “there are limited predictability horizons which cannot be extended by reducing uncertainty in initial conditions”.
Shen says the butterfly effect is best illustrated using this proverb-like folktale by poet George Herbert in 1640:
“For want of a nail, the shoe was lost.

5、[百师联盟]2026-2027学年高一10月联考数学(百A)试题

4、[百师联盟]2026-2027学年高一10月联考数学(百A)试题

2、[百师联盟]2026-2027学年高一10月联考数学(百A)试题

2、[百师联盟]2026-2027学年高一10月联考数学(百A)试题

5、[百师联盟]2026-2027学年高一10月联考数学(百A)试题

第20题图
(1)点燃蜡烛后，下列“调节烛焰、透镜、光屏三者的中心在同一高度上”的操作，比较规范的是 B (填字母)。
A．将三者分散排列，然后用目测的方法调节
B．将三者靠拢，然后用目测的方法调节
(2)把凸透镜固定在50 cm刻度处，当烛焰离凸透镜20 cm时，在另一侧光屏上得到一个清晰、 倒立 (选填“倒立”或“正立”)的烛焰的像，随着蜡烛的燃烧，可观察到光屏上的像向 上 (选填“上”或“下”)移动。
(3)将蜡烛放在A点，光屏放在B点，为了找到清晰的像，应将光屏向 左 (选填“左”或“右”)移动，光屏上的像将会 变小 (选填“变大”或“变小”)，将蜡烛放在C点，可观察到烛焰的 虚 (选填“虚”或“实”)像。
(4)当烛焰通过凸透镜在光屏上成一实像时，如果透镜上有一只小虫在爬动，则光屏上的像的大小将 不变 (选填“变大”“变小”或“不变”)，像的明暗将 变暗 (选填“变亮”“变暗”或“不变”)。

[百师联盟]2026-2027学年高一10月联考数学(百A)答案