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Quadratic Equations, Sum-Product of Roots and Inequalities
.MP4 | Video: 1280x720, 30 fps(r) | Audio: AAC, 44100 Hz, 2ch | 0.97 GB
Duration: 1.5 hours | Genre: eLearning | Language: English
Solving Quadratic, sum-product of roots and inequalities questions in high school/O Level Additional Mathematics.
What you'll learn
Solving Quadratic Equations, Sum-product of Roots and Inequalities for O Level Additional Math
Requirements
High school 1 to 4 mathematics
Description
Target Audience
This course is for students preparing for GCE O Level Additional Math Exam
Students who are studying in Secondary 3 and Secondary 4 in high school will benefit
Objective
This course can be used as a revision course for students who
want to challenge themselves with more difficult math questions
want to enhance their knowledge by attempting deep concept questions
Requirements
Students should have a basic understanding of the topic on Quadratic Equations, Sum-Product of Roots, Inequalities, Remainder Theorem, Surds, Logs and Indices.
This course will
enhance the understanding of students by showing example questions
illustrate concepts and strategies in solving challenging problem sums
Topics covered
Quadratic Equations
Sum-Product of Roots
Inequalities
Remainder Theorem
Surds
Logs and Indices.
How is this course different from other Math courses?
In this course, students will learn how to solve challenging and typical examination questions that are similar to high school Additional Mathematics at the GCE Ordinary Level.
Sample questions will first be discussed in the videos. Step by step the approach and strategy of top mind students will be introduced, concepts will be explained followed by the steps to the solution.
Quizzes will be given to students to solve, followed by explanations on how to approach and solve the questions on videos.
Students will benefit largely by grasping the concepts and strategy. You are not alone in solving the challenging problem sums!
Who this course is for:
High school students preparing for O level additional mathematics examination
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