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所在平台: Udemy |
课程主页: https://www.udemy.com/course/mastery-not-mystery-algebra-1-what-you-need-to-know/
课程评论：没有评论
这门课程名为《掌握，而非神秘——代数 1：你需要了解的内容》，专注于代数的基础知识。课程涵盖以下主题： - 图形基础，包括坐标、斜率、距离、平行和垂直线 - 线性方程和不等式，包括多种形式的线性方程 - 多项式，包括单项式、二项式、三项式和一般多项式的描述 - 二次方程，包括根、对称轴、顶点，通过因式分解和二次公式求解 - 函数，包括函数的测试、运算和复合函数 - 方程组和不等式，包括通过消元法、代入法和图形法解题 - 算术序列，包括一般形式和显式方程 - 直接和间接变换的介绍 - 统计学基础，包括箱线图、正态分布、标准差及相关性与因果关系 - 概率，包括计数原理和基本概率 - 指数函数，包括标准形式、增长和衰减 该课程根据多个州的课程标准设计，旨在满足学生对代数 1 的大部分或所有要求。课程不包含作业、测验或问题集，从而简化学习体验。它包括针对各主题的视频讲座，并在适当时提供一些示例问题。通过多次复习讲座内容，学生可以巩固所学概念，提升对知识的掌握。希望这门课程对所有注册的学生都非常有用，并期待我的教学风格能够有效传达必要的知识。
This course dives into: - graphing basics, including coordinates, slope, distance, parallel and perpendicular lines- linear equations and inequalities, including various forms of linear equations- polynomials, including descriptions of monomials, binomials, trinomials and general polynomials- quadratics, including roots, axis of symmetry, vertex, solving by factoring and quadratic formula- functions, including testing, operations and composite functions- systems of equations and inequalities, including solving by elimination, substitution and graphing- arithmetics sequences, including general and explicit forms of equations-direct and indirect variation and introductions in: - statistics, box and whisker plot, normal distribution, standard deviation and correlation and causation- probability, including counting principle and basic probability- exponential functions, including standard form, growth and decay.This algebra 1 course is designed from several state curriculums and should meet most or all of the standards students require for algebra 1. It does not include worksheets, quizzes or problem sets which add to the length of the course. It includes video lectures on the topics and where appropriate, goes through some sample problems. Reviewing some of the lectures more than once will solidify the concepts so that the student will be comfortable in the knowledge gained. I hope this course proves very useful for all students that enroll and I sincerely hope my teaching style is suitable to convey the necessary knowledge.
