High School Math: Understand it, Ace it!
High School Math: Understand it, Ace it!, available at $49.99, has an average rating of 4.15, with 66 lectures, based on 87 reviews, and has 541 subscribers.
You will learn about Understand key high school Math concepts Apply your understanding to solve a range of Math problems Confidently take tests and exams Prepare to use Math in the future This course is ideal for individuals who are This course is perfect for High school students who feel anxious and frustrated in Math class or 15-17 years old high school Math students looking for extra support or 15-17 years old high school Math students who wish to improve their grades or 15-17 years old high school students preparing for tests and exams or 15-17 years old high school students hoping to study / use Math at University or This course is not suitable for students under 15 years old unless they are particularly gifted or ambitious It is particularly useful for This course is perfect for High school students who feel anxious and frustrated in Math class or 15-17 years old high school Math students looking for extra support or 15-17 years old high school Math students who wish to improve their grades or 15-17 years old high school students preparing for tests and exams or 15-17 years old high school students hoping to study / use Math at University or This course is not suitable for students under 15 years old unless they are particularly gifted or ambitious.
Enroll now: High School Math: Understand it, Ace it!
Summary
Title: High School Math: Understand it, Ace it!
Price: $49.99
Average Rating: 4.15
Number of Lectures: 66
Number of Published Lectures: 66
Number of Curriculum Items: 66
Number of Published Curriculum Objects: 66
Original Price: $89.99
Quality Status: approved
Status: Live
What You Will Learn
- Understand key high school Math concepts
- Apply your understanding to solve a range of Math problems
- Confidently take tests and exams
- Prepare to use Math in the future
Who Should Attend
- This course is perfect for High school students who feel anxious and frustrated in Math class
- 15-17 years old high school Math students looking for extra support
- 15-17 years old high school Math students who wish to improve their grades
- 15-17 years old high school students preparing for tests and exams
- 15-17 years old high school students hoping to study / use Math at University
- This course is not suitable for students under 15 years old unless they are particularly gifted or ambitious
Target Audiences
- This course is perfect for High school students who feel anxious and frustrated in Math class
- 15-17 years old high school Math students looking for extra support
- 15-17 years old high school Math students who wish to improve their grades
- 15-17 years old high school students preparing for tests and exams
- 15-17 years old high school students hoping to study / use Math at University
- This course is not suitable for students under 15 years old unless they are particularly gifted or ambitious
Math is a frustrating subject which makes many students feel anxious . . . but it’s also a key skill required for many university programs, careers and also just in daily life. This course will help you deeply understand the key topics found in high school Math to 1) Make excellent grades 2) Study or use Math in the future.
Deeply Understand High School Math Topics and Achieve Exam Success
Understand important techniques and how to apply them
Solve a wide range of Math problems
Confidently take tests and exams
Prepare to use Math in the future
Understanding is the key for Math success. Understand it, Ace it!
Math students often say they know every theorem and equation but are unable to answer exam questions – sound familiar? Why is this? Because you can never anticipate how a question will be presented. But if you really understand the material it doesn’t matter, you can still nail your answers!
This course focuses on the second half of high school Math, for 15-17 year olds. Regardless of which Math course you’re taking or where you live, there’s a set of key topics that you’ll be studying. This course covers a lot of ground! The topics you’ll master are:
Algebra
Functions
Graphs of Functions
Log and Exponential Functions
Trigonometric Functions
Trigonometric Identities
Polynomials
Differential Calculus
Integral Calculus
Circles
Vectors.
Classes are based on my experience of working every day with frustrated and intimidated Math students. I know why they’ve found these ideas difficult to grasp, but they’ve learnt to master them and you will too!
Why thisCourse?
This course has been carefully designed based on my experience of successfully teaching students with wide-ranging abilities. Take this course and you’ll understand these ideas in ways that I know work. You’ll also benefit from over 700 carefully created practice questions which will increase your confidence and prepare you to ace tests and exams.
What to Expect on this Course
The course is laid out in an easy to use structure with a section for each topic and individual classes within that section. I’ve ordered topics to maximise your learning based on what students have told me they find difficult. Each lesson delivers one key idea or technique. We start with the theory and move onto examples to show you how to answer common question types. You’ll reinforce learning through a range of practice questions with solutions. Take this course and you’ll walk away confident in your understanding of key high school Math material and just might look forward to taking your next Math test!
Some Student Feedback About This Course
‘’I am a university student who slacked way too much in high school maths and needed to go through all the material again. I found it very useful and thought the exercises where doable without too much help!’’ – Delphine Salaverry
‘’Excellent course, quite lucid and well explained’’– Kundan Singh
Course Curriculum
Chapter 1: Algebra
Lecture 1: Algebra Rules 1
Lecture 2: Algebra Rules 2
Lecture 3: Algebraic Fractions 1
Lecture 4: Algebraic Fractions 2
Lecture 5: Rearranging Formulae
Chapter 2: Functions 1
Lecture 1: What are Functions?
Lecture 2: Variables
Lecture 3: Domain of a Function
Lecture 4: Composition of Functions
Lecture 5: Inverse Functions
Chapter 3: Graphs of Functions
Lecture 1: Graphs of Functions
Lecture 2: Moving Graphs of Functions
Lecture 3: Where Graphs Cross the Axes
Lecture 4: Where Graphs Intersect
Chapter 4: Functions 2
Lecture 1: Straight Lines (Linear Functions)
Lecture 2: The Gradient
Lecture 3: Quadratic Functions
Lecture 4: Graphs of Quadratic Functions
Lecture 5: Roots of Quadratic Functions
Lecture 6: The Discriminant
Lecture 7: Turning Points of Quadratic Functions
Lecture 8: Completing the Square
Lecture 9: Examples of Quadratic Functions
Chapter 5: Exponential and Logarithmic Functions
Lecture 1: Introduction to Exponential and Logarithmic Functions
Lecture 2: Graphs of Exponential and Logarithmic Functions
Lecture 3: Exponential and Logarithm Notation
Lecture 4: The Laws of Logarithms
Chapter 6: Trigonometric Functions
Lecture 1: Basic Trig Concepts
Lecture 2: The Sine Function
Lecture 3: The Cosine Function
Lecture 4: The Tangent Function
Lecture 5: Moving Trig Function Graphs
Lecture 6: Examples of Moving Trig Function Graphs
Lecture 7: Degrees and Radians
Lecture 8: Exact Trig Values
Chapter 7: Trig Identities and Equations
Lecture 1: The Addition Formulas
Lecture 2: The Double Angle Formulas
Lecture 3: Solving Trig Equations
Chapter 8: Polynomials
Lecture 1: Polynomial Factors
Lecture 2: The Factor / Remainder Theorem
Lecture 3: Synthetic Division
Lecture 4: Factorising Polynomials
Chapter 9: Differential Calculus
Lecture 1: The Derivative
Lecture 2: Notation
Lecture 3: The Power Rule
Lecture 4: The Chain Rule
Lecture 5: Differentiating Trig Functions
Lecture 6: Applications of Differentiation
Lecture 7: Stationary Points
Lecture 8: The Nature of a Stationary Point
Chapter 10: Integral Calculus
Lecture 1: Notation and the Power Rule
Lecture 2: Integrating Trig Functions
Lecture 3: The Reverse Chain Rule
Lecture 4: Definite Integrals
Lecture 5: Area Under a Curve
Lecture 6: Examples of Integrals
Chapter 11: Circles
Lecture 1: Basic Circle Equations
Lecture 2: More Complicated Circle Equations
Lecture 3: Tangents to Circles
Lecture 4: Example Circle Questions
Chapter 12: Vectors
Lecture 1: Introduction to Vectors
Lecture 2: Vector Notation
Lecture 3: Finding the Length of a Vector
Lecture 4: Combining Vectors
Lecture 5: The Scalar Product and Angle Between Vectors
Lecture 6: Collinear Points
Instructors
-
Gary Thomson
Mathematician / Nature Philosopher
Rating Distribution
- 1 stars: 1 votes
- 2 stars: 1 votes
- 3 stars: 13 votes
- 4 stars: 32 votes
- 5 stars: 40 votes
Frequently Asked Questions
How long do I have access to the course materials?
You can view and review the lecture materials indefinitely, like an on-demand channel.
Can I take my courses with me wherever I go?
Definitely! If you have an internet connection, courses on Udemy are available on any device at any time. If you don’t have an internet connection, some instructors also let their students download course lectures. That’s up to the instructor though, so make sure you get on their good side!
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