|
所在平台: Udemy |
课程主页: https://www.udemy.com/course/randomness-probability-and-simulation/
课程评论：没有评论
课程名称：随机性、模拟、普通与二项概率 课程概述：本课程涵盖了概率学的各个领域，总共8小时的学习内容。课程重点包括建模机会概率以解决事件的概率问题，帮助学生理解概率、随机性和模拟等重要术语。课程还将随机行为进行解读，并通过具体示例对给定样本的试验进行模拟。讲座提供了如何运用概率法则（如互斥事件和独立事件的法则、一般独立法则和补集法则）来计算事件概率的见解，以简化解决复杂概率问题的过程。此外，课程还教授如何使用双向表、维恩图和树状图来解释和分析事件的条件概率及相关事件。特别是在维恩图中，通过集合符号将概率术语与集合连接，以最大化概率在其他数学分支中的应用。二项定理涉及组合的概念，并源于帕斯卡三角形，应用于解决与概率相关的问题。讲座中还包括多项选择题，以加强对概率理念的理解，确保学生的学习目标和预期得到100%的满足。
This course extensively treated all areas of probability and is up to 8 hours of course work.. These include but not limited to modeling chance probability for sequence of outcomes that is use to solve for probability of events, room was created to enable student understand some important terminologies that exist in probability, randomness and simulation, Interpreting chance behaviour as in the case of randomness and performing simulation on a given trials of sample with explicit examples, the lecture gives insight on how to find probability of event by applying laws of probability for mutually exclusive events and independent events, general independent rule and using complement rule to simplify the task that is involve in solving time consuming probability problems, interpret and analyze conditional probability of events and other related class of events using two way table, venn diagram and tree diagram. In the case of venn diagram, set notations are used to connect probability terms with set to maximize the application of probability on other branches of mathematics. Binomial theorem which involved combinatory concept, its derivative from Pascal's triangle, is used to solve questions pertaining probability. There are multi-choice questions used in the lectures to buttress the ideals behind probability and for the understanding of the course and to ensure that the expectation/goal of our students are met with 100% delivery.
