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所在平台: Udemy |
课程主页: https://www.udemy.com/course/master-the-fundamental-of-mathematics/
课程评论：没有评论
课程名称：掌握数学基础 概述：本课程旨在帮助学生掌握数学概念并提高解决数学问题的能力。课程包括一系列挑战性的问题及其详细解释。学生将在回答这些问题的过程中学习相关知识。此外，除了常见的数学科目，对参加高级数学竞赛感兴趣的学生还将接触到大量有用的奥林匹克问题及其解析。课程内容涵盖：数字、因数、倍数、小数、分数、比率与比例、指数及根式等。此外，课程还将提供更多材料，并根据需要进行更新。学生在后续课程中还将参加一些小测验和作业。 学习数学的小贴士与评论：数学是一门依赖于基础的学科，教授顺序性主题时尤为重要。例如，您将首先学习加法、减法、除法和乘法等基础知识。随着知识的积累，您将掌握更高级的数学主题，如代数、几何和微积分。如果您对加法或除法毫无头绪，代数可能会让您感到困惑，而没有坚实的三角学和代数基础，您也无法进一步学习微积分。因此，理解基础知识并从此基础之上构建是至关重要的。 关于混合问题：混合问题是可分离微分方程的一个应用。这类问题通常需要我们根据某种物质在水箱中的浓度创建一个可分离的微分方程，通常涉及到以特定速率向水箱中添加盐等物质。
To get the concept and improve the skills of problem solving in Mathematics, some challenging questions have been provided here including their explanations. During the course, students will learn the relevant lessons while answering the questions. Also, besides common Mathematics subjects, those students who are interested to attend hard math competitions will find a bunch of useful Olympiad questions together with their explanations. This course is included of:NumbersFactors Multiples DecimalsFractionsRatio proportionExponentsRadicalsIn addition, some more materials have been provided and will add to the course accordingly. Besides, students will have some more quizzes and worksheets in the coming courses. Here's some tips and comments for learning Math:Math is a subject that relies on the foundations when introducing sequential topics. For example, you'll start with the basics like adding, subtracting, dividing, and multiplying. Then, as you build on your knowledge, you can master harder subjects in math like algebra, geometry, and calculus.If you have no idea how to divide or add, then algebra will certainly be confusing. And you won't be able to advance to calculus without a solid foundation in trigonometry and algebra. That's why it is imperative to understand the foundations and build from there.About mixed Problems:Mixing problems are an application of separable differential equations. They're word problems that require us to create a separable differential equation based on the concentration of a substance in a tank. Usually we'll have a substance like salt that's being added to a tank of water at a specific rate.
