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所在平台: Udemy |
课程主页: https://www.udemy.com/course/numbers-and-algebra-1-zero-to-hero/
课程评论：没有评论
**课程名称：** 代数基础 **课程概述：** 本课程旨在提升学生的数学理解能力，以严谨的数学性、易懂性为核心。采用非正式的教学风格，既保证了数学的精确性，又使得内容清晰易懂。 **课程特点：** * **全面结合：** 图形化与代数解释相结合。 * **直观清晰：** 内容直截了当，重点突出。 * **精炼全面：** 简洁而涵盖广泛。 * **生活化示例：** 结合真实生活中的例子进行讲解。 **学习内容：** * **循序渐进：** 从基础的“数”到“代数1”的各个关键概念，逐步引导学习。 * **多元解题：** 教授至少两种解题方法，以建立直观的数学思维。 * **互动学习：** 提供概念讲解视频、测验以及随堂练习，巩固学习效果。每个示例后都有随堂练习，帮助学生即时检验理解程度。 **学习收获：** * **双轨并进：** 掌握图形化和代数化两种分析和解决问题的方法。 * **提升能力：** 培养分析和解决数学问题的能力。 **课程主题：** * **数：** 实数系统，有理数的加、减、乘、除。 * **运算：** 运算顺序（BEDMAS），实数的基本性质/定律。 * **指数：** 正负指数及其定律，科学记数法，根式，利用平方数发现简便方法。 * **代数表达式：** 化简代数表达式，多项式。 * **方程：** 利用平衡法和移项法解一元和二元线性方程。 * **图表：** 坐标平面，二元方程的图表，斜率，线性方程的图表。 * **不等式：** 解和绘制线性不等式。
The course is designed to improve student comprehension. A great deal of care has been taken to design a course that is both mathematically correct and understandable to students. An informal style is used for exposition, definitions, and so on. Precision, however, is not compromised.And. It is:-> Fully-graphical, and algebraically explained.-> Clear-cut and to the point.-> Concise and comprehensive.-> Explained with real-life example.What you are going to learn?-> I'll be taking you step-by-step through all of algIebra's key ideas, covering everything from Numbers to Algebra 1.-> How to solve problems using at least two approaches that helps build your intuition.Additionally, I have videos that walk you through each concept, as well as quizzes and each example is followed by a checkpoint exercise.After working through an example, students can try the checkpoint exercise to check their understanding of the concepts presented in the example video.What you are going to get?-> Our course takes two approaches:1) Graphical, and2) Algebraic. Finally.You will discover your approach to analyzing, and solving problems.Topics covered in the course include:~ Numbers including The Real number system, adding, subtracting, multiplying and dividing rational number~ Operations including Order of operations (BEDMAS), Properties/Laws of real numbers ~ Exponents (positive and negative and its laws), Scientific notation, Radicals and discover Shortcuts using Square numbers~ Algebraic expression including Simplify algebraic expressions and Polynomial ~ Equation including Solving linear equations (one and two variables) using Balancing and Transpose methods~ Graphs including Coordinate plane, Graphs of equation in two variables, Slope and Graphs of Linear equations ~ Inequalities including Solving and Graphing linear inequalities
