Quadratics Lesson Plans

Taught from Year 9, solving quadratics by factoring, completing the square, and using the quadratic formula. Graphs of quadratic functions focus on the vertex and axis of symmetry, allowing students to visualise and interpret key features of these functions.

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Quadratics
Loved by Teachers in Australia
100,000+ Lessons Delivered
v9.0 of the Australian curriculum
Used in Every State Across Australia
Loved by Teachers in Australia
100,000+ Lessons Delivered
v9.0 of the Australian curriculum
Used in Every State Across Australia

What’s included in Tutero's %%quadratics%% lesson plans?

🔥Warm Up Questions

Tutero’s quadratics lesson plans include practice questions from simple quadratic equations to complex applications like projectile motion. These exercises prepare students for real-life applications and further studies in physics and mathematics.

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🌍 Real-Life Application

In lessons on quadratics, Tutero teaches students to understand and solve quadratic equations. Students learn different methods such as factoring, completing the square, and using the quadratic formula. The curriculum emphasises the graphical representation of quadratic functions, helping students link algebraic solutions with geometric interpretations.

💡Notes & Explanation

The quadratics lesson plan features enabling prompts to assist students with the basics of quadratic expressions, alongside extending prompts for those prepared to solve quadratic equations using various methods such as factoring, completing the square, and the quadratic formula. These prompts ensure that students can effectively manipulate and solve quadratic problems.

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Practice Questions

Practice Questions

Tutero’s quadratics lesson plans include practice questions from simple quadratic equations to complex applications like projectile motion. These exercises prepare students for real-life applications and further studies in physics and mathematics.

Engaging Exercises

Engaging Exercises

Tutero’s quadratics exercise sheets delve into quadratic equations and their applications, such as calculating projectile trajectories or optimising business profits. Through these real-world applications, students see the importance of quadratics in solving practical problems involving motion, economics, and optimisation.

Differentiated Questions

Differentiated Questions

The quadratics lesson plan features enabling prompts to assist students with the basics of quadratic expressions, alongside extending prompts for those prepared to solve quadratic equations using various methods such as factoring, completing the square, and the quadratic formula. These prompts ensure that students can effectively manipulate and solve quadratic problems.

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What is covered in a lesson plan on quadratics?

Understanding Quadratic Equations

Initially, students learn the standard form of a quadratic equation and methods to solve it, such as factoring, completing the square, and using the quadratic formula. They apply these methods to find roots of quadratic equations. By Year 5, students explore the applications of quadratics in physics, architecture, and economics, understanding their curves and how they model real-world situations.

Solving Quadratic Equations

Students start with simple quadratic equations, using methods like factoring and completing the square. They progress to more sophisticated techniques such as the quadratic formula. By Year 5, they solve quadratic equations in complex scenarios, including projectile motion and optimisation problems in business and science.

Graphing Quadratic Equations

Initially, students graph quadratic equations by finding the vertex and plotting points. They explore how changes in the equation affect the graph's shape and position. By Year 5, students use graphing to solve quadratic equations and understand their applications in projectile motion, optics, and market analysis.

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Create a Lesson Plan for Quadratics
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🔥Warm Up Questions

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Visual representation of an interactive lesson plan with diagrams and charts
Close-up of a worksheet with various mathematical problems and solutions

🌍 Real-Life Application

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💡Notes & Explanation

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Practice Questions

Practice Questions

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Engaging Exercises

Engaging Exercises

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Differentiated Questions

Differentiated Questions

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