The Math 30-1 EDGE Mastery Program
Everything you need for Math 30-1 success is right here!
The Math 30-1 EDGE Mastery Program
Video Support of lessons
Each lesson includes an interactive video that plays step by step—pausing to explore questions as they come up.
Built-In Math Editor
The platform supports full math input, allowing not only numbers but also complex formulas to be entered easily using built-in tools.
Interactive Graphing
Built-in tools for creating graphs of any complexity, with a user-friendly and intuitive interface available directly on the page.
One-Click Help
An easy way to message a teacher right on the platform and get a quick answer whenever something isn’t clear.
Progress Tracker
A convenient and straightforward built-in scorebook that tracks progress on each topic and supports motivation.
Exam Practice
The option to take exams right on the platform that exactly mirror the real test experience.
Flexible Learning Space
Easy to keep moving—unfinished tasks can be saved for later without getting stuck.
More than a review – a full-course interactive learning companion.
- 100+ hours of professionally developed video instruction Watch a sample
- Immersive interactive lessons that
strengthen understanding Explore a lesson - Exam-style practice questions with responsive graphs and video solutions Try a practice section
- Digital access to the Math 30-1 EDGE Study Guide Workbook and
the Written Response Workshop Peruse the study guide
Math 30-1 EDGE Online
Instant, full year digital access
Price reduced to $65 if also registering for our Math 30-1 Review Study Pack.
Print Materials
Postage Included. Also includes printed WR Workshop materials.
Interactive Learning
Fits Any Level
Online Format / Unlimited Access
No Fluff
Alberta Exam-Focused
All-in-One System
Try the EDGE demo
Course content by chapter
📚 Chapter 1 - Transformations of Functions
The framework for the course, where we’ll first review key function types from Math 10C and 20-1, then learn how altering equations can shift, reflect, and stretch.
1.1 - Intro & Translations
1.2 - Reflections
1.3 - Stretches
1.4 - Combining Transformations
1.5 - Inverse of a Relation
Unit review
📚 Chapter 2 - Polynomial Functions
An extension of linear functions from 10C and quadratics from 20-1, you’ll learn about third-, fourth-, and fifth-degree polynomial functions and their graphs. You’ll also learn how to factor third- and fourth-degree polynomial expressions.
2.1 - Characteristics of Polynomial Functions
2.2 - Dividing Polynomials and the Remainder Theorem
2.3 - The Factor Theorem
2.4 - Further Analysis of Polynomial Function Graphs
Unit Review
📚 Chapter 3 - Exponential & Logarithmic Functions
3.1 - Exponential Expressions & Equations
3.2 - Graphs of Exponential Functions
3.3 - The Logarithmic Function
3.4 - Logarithm Laws
3.5 - Solving Exponential Equations using Logs, and Applications
3.6 - Solving Logarithmic Equations and Log Scales
Ch.3 - EDGE Interactives
📚 Chapter 4 – Radical Functions & Rational Functions
4.1 - The Radical Function
4.2 - The Square Root of a Function
4.3 - The Rational Function
4.4 - Further Analysis of Rational Functions
Ch.4 - EDGE Interactives
📚 Chapter 5 – Operations on Functions
5.1 - Adding, Subtracting, Multiplying & Dividing Functions
5.2 - Composite Functions
Ch.5 - EDGE Interactives
📚 Chapter 6 – Trigonometric Functions
6.1 - Radian Measure and Arc Length
6.2 - Trig Ratios of Angles in Standard Position
6.3 - The Unit Circle
6.4 - Graphs of Trigonometric Functions
6.5 - Further Transformations of Sinusoidal Functions
6.6 - Modelling Real-World Applications with Sinusoidal Functions
Ch.6 - EDGE Interactives
📚 Chapter 7 – Trigonometric Equations & Identities
7.1 - Trigonometric Identities
7.2 - Sum, Difference, and Double-Angle Identities
7.3 - Proving Trigonometric Identities
7.4 - Trigonometric Equations
Practice Exam for Chapters 6 and 7 (all of Trig!)
📚 Chapter 8 – Permutations & Combinations
8.1 - Fundamental Counting Principle & Permutations
8.2 - Permutations with Repetitions and Restrictions
8.3 - Combinations
8.4 - Binomial Theorem
📝 Diploma Questions By Topic
1. Transformations
2. Radical, Rational & Polynomial Functions
3. Exponential & Logarithmic Functions
4. Permutations, Combinations & Binomial Theorem
5. Trigonometry