1.EXPANDING BRACKETS
2.FACTORISING SIMPLE QUADRATICS
3.FACTORISING NOT SO SIMPLE QUADRATICS
4.FACTORISING SPECIAL QUADRATICS
5.COMPLETING THE SQUARE
6.SOLVING BY FACTORISING SIMPLE QUADRATICS
7.SOLVING BY FACTORISING QUADRATICS a NOT 1
8.SOLVING BY COMPLETING THE SQUARE
9.QUADRATIC FORMULA BY COMPLETING THE SQUARE
10.SOLVING USING THE FORMULA
11.DISCRIMINANT AND NATURE OF ROOTS
12.SOLVING QUADRATIC INEQUATIONS
13.QUADRATICS AND GEOMETRY
14.QUADRATICS AND KINEMATICS
15.PROPERTIES OF QUADRATICS ROOTS
The Unit 3 Resource Bundle Get your classroom time back with materials designed for the thinking process.
✅ 15 Printable Worksheets
✅ Complete Worked Solutions
✅ Delivered via Email (PDF)
A Note from the Creator: I’ve priced this bundle at $9.99, roughly the cost of two cups of coffee. While the caffeine keeps me fueled to build these courses between my own teaching shifts, these PDFs are here to help you stop racing the bell and start mentoring again.
Quadratic Equations
• Covers: This module provides a thorough exploration of quadratic expressions and equations. It begins with techniques for manipulating quadratics, including expanding brackets, various methods of factorizing (simple, complex, and special quadratics), and completing the square. The module then focuses on solving quadratic equations using factorization, completing the square, and the quadratic formula. Finally, it delves into the applications of quadratics, examining the discriminant, the nature of roots, solving quadratic inequations, and applying quadratics to geometry and kinematics problems.
• Outcomes: Master the expansion and factorization of various types of quadratic expressions. Fluently apply the method of completing the square. Solve quadratic equations efficiently using factorization, completing the square, and the quadratic formula. Understand and use the discriminant to determine the nature of quadratic roots. Solve quadratic inequations. Apply quadratic concepts to solve problems in geometry and kinematics.
TESTIMONIAL
"I enjoyed the structure of the questions and answers, and the quantity of questions that were available in order to practise the skills that I attained. I gained an understanding of algebra and calculus from a different angle than ways that I have been taught by previous teachers. Anyone who is looking to achieve in algebra and calculus and cannot attend school for any reason should definitely enroll in this course"
🎓 Q. C. – Year 12 Student