Pythagoras’ Theorem – Shorter Sides

Pythagoras’ Theorem – Shorter Sides
Pythagoras’ Theorem – Shorter Sides
Pythagoras’ Theorem – Shorter Sides
Pythagoras’ Theorem – Shorter Sides

What's Included

  • Smart Notebooks Presentation
  • Interactive Excel File
  • Activ Inspire Flipchart
  • Lesson Plan
  • Microsoft PowerPoint Presentation
  • Differentiated Worksheet
  • Jigsaw

Pythagoras’ Theorem – Shorter Sides

Students learn how to calculate a shorter side of a right-angled triangle using Pythagoras' Theorem.  As learning progresses they are challenged to apply Pythagoras' Theorem to more complex shapes.
Differentiated Learning Objectives
  • All students should be able to calculate either of the two short sides in a right-angled triangle using Pythagoras’ Theorem
  • Most students should be able to calculate the perpendicular height of an isosceles triangle when given its hypotenuse and base.
  • Some students should be able to calculate the area of an equilateral and isosceles triangle by calculating either its base or perpendicular height.
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Lesson Downloads
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Schemes of Work 
Pythagoras' Theorem Foundation Pythagoras' Theorem Higher
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Introducing Pythagoras' Theorem
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