Surds: The Complete Maths Course With Solved Exam Questions

The Secrets of Surds in the Exam

What you'll learn

You will learn the origin of Surds in mathematics, and why we study Surds.

You will be able to identify and simplify Surds.

You will learn the difference between Monomial and Binomial Surds, and steps in solving them.

You will learn the working out steps of Conjugates and Trinomial Surd Problems.

You will learn all the basic concepts, principles and how to solve basic to complex Surds.

You will learn how to solve exam problems in Surds, and how to show the examiner your working out.

Requirements

No experience required. You will learn everything needed in the subject.

Description

The video course covers basic concepts and principles of Surds in mathematics. Starting from the origin of Surds, and why we study Surds in mathematics, to how to identify Surds, how to simplify surds, how to add, subtract, multiply, divide and rationalize Surds. And you will learn step by step method of approaching Surd problems in the exam. The video contains clear demonstration and explanations for every question. You will be able to visualize each question, and learn how to show the examiner your working out, as expected of you in the exam. The video course is designed for teachers, pupils in schools, students of higher education and anyone about to take professional exams, including adult learners.The last sections of the video course covers multiple exam questions to help you digest the concepts of Surds very well. How to solve Surd is a challenge to many people, but this video will teach you everything you need to know.This subject was isolated from other algebraic topics to give it maximum attention. Ones covered, every thing about SURDS will never be a problem again. And you can identify Surds in other topics quite easily, and also know how to deal with it. In addition, you would be able to concentrate on other subjects.Other exams like GCSE, GMAT, SAT, ACT, WAEC, NECO, etc will benefit from this course. Algebra and geometry can also implement Surds. This can serve as a refresher course for Adults. You do not need any previous knowledge before you take this course. The course started from the basics to the advance approach on mathematical Surds. Let me know on the comment review section on how this course have helped you. Recommend this video course to anyone that it will benefit.

Overview

Section 1: The Origin of Surds in Mathematics

Lecture 1 Surds From the Number System

Section 2: The Basic Concepts of Surds and How to Simply Surds

Lecture 2 How to Identify and Slit Up a Square Root

Lecture 3 How to Simplify Surds

Lecture 4 How to Write and Arrange Surds

Lecture 5 Solving Negative Surds

Lecture 6 The Basic Law of Surds

Section 3: Addition and Subtraction Techniques in Surds

Lecture 7 Addition and Subtraction of Linear Surd

Lecture 8 Rules in Adding and Subtracting Surds

Lecture 9 Lecture 9: Technique in Adding and Subtracting Surd Expressions

Lecture 10 Techniques in the Subtraction of Surds

Section 4: Multiplication and Division of Surds

Lecture 11 Difference in Adding and Multiplying Similar Surds

Lecture 12 Expanding Brackets of Linear Surds

Lecture 13 Multiplication of Surds in Brackets

Lecture 14 Multiplication of Surds and Expanding Surd Brackets

Lecture 15 Rules in Multiplying and Dividing Surds

Section 5: Solving Fractional Surds

Lecture 16 Addition and Subtraction of Fractional Surds 1

Lecture 17 Addition and Subtraction of Fractional Surds 2

Lecture 18 Comparing Linear and Fractional Surds in Brackets

Lecture 19 Simplifying Complex Fractional Brackets in Surds

Lecture 20 Technique in Adding Fractional Surd Expressions

Lecture 21 Technique in Subtracting Fractional Surd Expressions

Lecture 22 The Working Out Process of Expanding Fractional Surds

Section 6: How to Rationalize Monomial Surds

Lecture 23 What is Rationalizing Surds (Introduction to Monomial Surds)

Lecture 24 How to Rationalize & Multiply Monomial Surds at the Denominator

Lecture 25 How to Rationalize Simple Monomial Surds (Single Radical)

Lecture 26 How to Rationalize Some Simple Monomial Radicals in Surds

Lecture 27 Rationalizing Monomial Surds

Section 7: How to Rationalize Binomial Conjugate Surds

Lecture 28 Conjugate of Surds

Lecture 29 Conjugate Surds Analysis

Lecture 30 How to Identify Monomial and Binomial Conjugate Surds

Lecture 31 How to Simplify Binomial Conjugate Surds with Double Radicals

Lecture 32 Rationalizing a Conjugate Surd of a Constant and a Radical

Lecture 33 Rationalizing Conjugate Surds of Constant and Radical (with Plus)

Lecture 34 Rationalizing Conjugate Surds of Radical and Constant

Lecture 35 Rationalizing Conjugate Surds with Double Radicals at the Numerator

Lecture 36 Understanding the Similarity of Monomial, Binomial & Trinomial Surds

Section 8: Solving Complex Radicals

Lecture 37 Solving Complex Radicals in Surds

Section 9: Rationalizing Trinomial Surds

Lecture 38 How to Simplify Trinomial Surds of Triple Radicals with Minus and Plus

Lecture 39 How to Simplify Trinomial Surds of Triple Radicals with Plus and Plus

Beginners.,Advanced Learners