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High School Math

What Will I Learn? This course gives complete tutorial support to the students and replaces the need of personal tutor. …

★ ★ ★ ★ ★

4.7(2 reviews)

213 enrolled on this course

GET THIS COURSE AND 3000+ OTHERS FOR ONLY £49 PER YEAR. FIND OUT MORE

What Will I Learn?

This course gives complete tutorial support to the students and replaces the need of personal tutor.

Step by step explanations of each concept, Practice Problems and Past Paper Problems with the help of video Lectures

Essential Revision section will help them touch up basic topics of Algebra giving good command on the Topics

Course will help the students to eliminate confusion on any topic with clear explanations

You will be able to pass high school Math with flying colours

You will be able to get complete understanding of the Topics Functions, Quadratic Equations, Coordinate geometry, Sequence and series, Binomial Theorem & Differentiation.

Course is providing complete study material, Resources, Assignment, Quizzes helping them to get good grades in CIE

Students will learn techniques to confidently tackle every question of exam

Students will be able to solve Problems on different topics all by themselves

Course Overview

This High School Math course will teach you how to independently solve math problems. To enhance your math skills, take this course today.

Upon completion, you will confidently carry out various math problems with ease. You will be given step by step support throughout.

By taking this High School Math course, you will be able to succeed at high school level math. You will find solutions to quadratic equations, differentiation and much more. This course also has various quizzes, tasks and assignments to help you practice. Enhance your ability to solve high school math problems today by completing this course.

High School Math is a best selling course developed by industry experts and already helped tons of students like you. It is suitable for anyone who wants to improve their knowledge and skills in the or relevant sector.

This course is accredited by CPD, so you will get a career boost upon completing this course. Our High School Math is packed with [unit_count] modules and [course_duration] of study. You will be awarded with a certificate of completion, the proof of your expertise in this field. If you want to get a job or looking for professional skills to excel in this field, a certificate from this course will help you appear as a strong candidate. You can also validate your certification from our website.

It doesn’t matter if you are willing to study full-time or part-time. This course is designed for any type of student and you can even complete it at your own pace. The materials are accessible from anyplace, any device and anytime.

Besides that, our experienced tutors will help you throughout the comprehensive syllabus of this course and answer all your queries through email.

Preview

Certification

After successfully completing the course, you will be able to get the UK and internationally accepted certificate to share your achievement with potential employers or include it in your CV. The PDF Certificate + Transcript is available at £6.99 (Special Offer - 50% OFF). In addition, you can get a hard copy of your certificate for £12 (Shipping cost inside the UK is free, and outside the UK is £9.99).

Course Curriculum

Introduction
	Introduction	FREE	00:03:00
Functions
	What is Function?		00:07:00
	Vertical Line Test		00:04:00
	Value of a Function Graphically		00:08:00
	Domain Range of a function Algebraically		00:13:00
	Domain Range of a function Graphically	FREE	00:06:00
	Even & Odd Functions		00:07:00
	One to one Function		00:05:00
	Composite Functions		00:09:00
	How to draw Rational Functions- 1		00:04:00
	How to draw Rational Functions- 2		00:10:00
	Inverse of a function Algebraically		00:05:00
	Inverse of a function Graphically		00:09:00
	Practice Problems 1		00:15:00
	Practice Problems 2		00:11:00
	Resources Downloads		00:40:00
Quadratic Equations
	Introduction to Quadratic Equations		00:04:00
	Solving Quadratic Equations by Factorization method		00:10:00
	Writing in completed square form		00:08:00
	Solving by completed square method		00:08:00
	Sketching of Quadratic Graphs		00:11:00
	Quadratic graphs using Transformations		00:06:00
	Quadratic inequalities		00:11:00
	Deriving Quadratic formula		00:05:00
	Solving problems using Quadratic Formula		00:06:00
	Equations reducible to Quadratic		00:07:00
	Nature of Roots of Quadratic Equations		00:04:00
	Nature of roots continues		00:12:00
	Quadratic Equations (Resources)		00:50:00
Co-ordinate Geometry
	Distance formula		00:15:00
	Mid point formula		00:05:00
	Gradient of a line		00:10:00
	Graphing using gradient and y intercept		00:02:00
	Some standard lines		00:04:00
	Slope intercept form y = m x +c		00:05:00
	Point slope form and two point form		00:10:00
	Intersection of line and parabola		00:09:00
	Practice Problems from past papers (part 3)		00:12:00
Sequence and series
	Sequence and series ( video)		00:08:00
	Arithmetic Sequence		00:10:00
	General term of an A.P.		00:07:00
	Finding given term is which term?		00:05:00
	Writing sequence when two terms are known		00:08:00
	Condition for three terms to be in A.P.		00:05:00
	Sum to n terms of A.P.		00:06:00
	Practice Problems 1 (A.P.)		00:08:00
	Practice problems 3 (A.P.)		00:07:00
	Practice problems 4 (A.P.)		00:10:00
	Geometric Progressions		00:11:00
	Sum to n terms in G.P.		00:14:00
	Sum to infinite Terms in G.P.		00:13:00
	Practice Problems 1 (GP)		00:13:00
	Practice Problems 2 (GP)		00:06:00
	Practice Problems based on AP and GP both		00:15:00
	Sequence and series Text 1		00:40:00
	Sequence and series Text 2		00:55:00
Binomial Theorem
	What is Factorial?		00:06:00
	n-choose –r problems		00:06:00
	Properties of n – choose -r		00:05:00
	Expanding using Binomial Theorem		00:11:00
	Expanding using Binomial Theorem		00:11:00
	Finding the indicated term in the Binomial expansion		00:10:00
	Finding the indicated term in the Binomial expansion		00:10:00
	Finding the indicated term from end		00:09:00
	Finding the coefficient for given exponent (index) of the variable		00:08:00
	Finding the term independent of variable		00:05:00
	Expanding in increasing and decreasing powers of x		00:09:00
	Practice problems 1		00:12:00
	Practice Problems 2		00:09:00
	Practice problems 3		00:10:00
	Past papers problems 1		00:15:00
	Past Paper problems 2		00:13:00
	Past Paper problems 3		00:09:00
	Resources in this section		00:50:00
Differentiation
	What is Derivative?		00:07:00
	Derivation of formula for Derivative		00:06:00
	Differentiation by definition or First Principle		00:06:00
	Power Rule		00:20:00
	Practice Problems on Power Rule 1		00:07:00
	Practice Problems on Power Rule 2		00:07:00
	Practice Problems on Power Rule 3		00:05:00
	Practice Problems on Power Rule 4		00:11:00
	Practice Problems on Power Rule 5		00:07:00
Tangents and Normals
	Tangents and Normals- Basics		00:12:00
	Practice- Tangents and Normals Part 1		00:16:00
	Practice- Tangents and Normals Part 2		00:13:00
	Practice- Tangents and Normals Part 3		00:11:00
	Practice- Tangents and Normals Part 4		00:14:00
Stationary Points & Curve Sketching
	Stationary Points – Basics		00:13:00
	Practice- Increasing Decreasing & Maxima Minima part 1		00:11:00
	Practice- Increasing Decreasing & Maxima Minima part 2		00:12:00
	Practice- Increasing Decreasing & Maxima Minima part 3		00:10:00
Second Derivative Test (Maximum & Minimum Points)
	Concavity-Basics		00:02:00
	Concavity & Second Derivative		00:08:00
	Second Derivative Test		00:09:00
	Practice Problems on second derivative		00:04:00
	Practice Problem of Maxima Minima using second derivative test Part 1		00:17:00
	Practice Problem of Maxima Minima using second derivative test Part 2		00:10:00
	Practice Problem of Maxima Minima using second derivative test Part 3		00:07:00
	Practice Problem of Maxima Minima using second derivative test Part 4		00:07:00
	Applications of Maxima and Minima Part 1		00:09:00
	Applications of Maxima and Minima Part 2		00:07:00
	Applications of Maxima and Minima Part 3		00:10:00
	Applications of Maxima and Minima Part 4		00:09:00
	Applications of Maxima and Minima Part 5		00:10:00
	Applications of Maxima and Minima Part 6		00:08:00
	Past Paper Problems on applications of maxima and minima Part 1		00:09:00
	Past Paper Problems on applications of maxima and minima Part 2		00:09:00
	Past Paper Problems on applications of maxima and minima Part 3		00:08:00
	Past Paper Problems on applications of maxima and minima Part 4		00:07:00
	Chain Rule		00:12:00
	Rate of change part 1		00:05:00
	Rate of change part 2		00:10:00
	Rate of change part 3		00:07:00
	Past Paper Problems using chain rule -1		00:06:00
	Past Paper Problems using chain rule – 2		00:07:00
	Past Paper Problems using chain rule 3		00:07:00
	Past Paper Problems using chain rule -4		00:04:00
Simultaneous Linear equations
	Graphical Method of solving pair of linear equations		00:10:00
	Video lecture on Graphical method		00:05:00
	Method of elimination by substitution		00:10:00
	Video lecture on substitution method		00:06:00
	Method of elimination by equating the coefficients		00:10:00
	Video lecture on equating coefficients method		00:09:00
	Practice Problems on Linear equation		00:20:00
Essential Revision
	How to take up this course?		00:10:00
	Background of Algebra		00:10:00
	Language of Alg ebra		00:10:00
	Finding Values of algebraic expressions		00:14:00
	Fractional Indices		00:10:00
	Higher Indices		00:07:00
	Rules of Brackets		00:04:00
	Simplification by removing brackets (BODMAS)		00:11:00
	Simplifications of Algebraic Fractions		00:07:00
	Solving complex Linear Equations in one variable		00:10:00
	Factorization by taking out common factor		00:10:00
	Factorization by grouping the terms		00:09:00
	Factorize using identity a ² – b ²		00:07:00
	Factorization by middle term split		00:12:00

Course Cloud Endorsed

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Evidence of Achievement
Certification Validation
Skill Development

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Recognised Internationally
Awarded CPD Hours & Points
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Employer Recognised
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$High School Math Teacher$

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This Course Includes

139 Units
1 Year Access
23 hours, 36 minutes
Intermediate
Accredited Certificate

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Welcome to

Course Cloud

High School Math

GET THIS COURSE AND 3000+ OTHERS FOR ONLY £49 PER YEAR. FIND OUT MORE

What Will I Learn?

This course gives complete tutorial support to the students and replaces the need of personal tutor.

Step by step explanations of each concept, Practice Problems and Past Paper Problems with the help of video Lectures

Essential Revision section will help them touch up basic topics of Algebra giving good command on the Topics

Course will help the students to eliminate confusion on any topic with clear explanations

You will be able to pass high school Math with flying colours

You will be able to get complete understanding of the Topics Functions, Quadratic Equations, Coordinate geometry, Sequence and series, Binomial Theorem & Differentiation.

Course is providing complete study material, Resources, Assignment, Quizzes helping them to get good grades in CIE

Students will learn techniques to confidently tackle every question of exam

Students will be able to solve Problems on different topics all by themselves

Course Overview

Preview

Certification

Course Curriculum

Course Cloud Endorsed

Benefits:

CPD QS Accredited

Benefits:

This Course Includes

Share this Course:

Frequently asked questions

Frequently Bought Together

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Certificate Validator

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