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Modelling Quadratics

Quadratic graphs are everywhere you look. They can describe the paths of rockets, balls and jets of water. Because of their symmetry you will see parabolas in bridges, buildings, sand dunes... Understanding their equations is hence hugely important in the fields of engineering and science. This activity uses dynamic geometry software to help students understand the graph of quadratics in the form y = a(x - b)² + c.


Tags: dynamic geometry;ICT; graphs; parabola; quadratic equations; quadratic functions;

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