Displaying 1 - 5 of 5 Resources

Congruence of Triangles

An interactive lesson discussing congruent triangles.

Subject and Topic
Form 2
Mathematics
Congruence
Congruence of triangles
Resource Type
Werkbladen en klassikale activiteiten
Language
English
Publisher
GeoGebra
Publication Date
2020
Creator/Author
Jorge Cássio
Keyword
Triangles
Congruence of triangles

Congruent triangles

Outcomes

In this course you will learn about:

  1. Conditions for congruency.
  2. Proving congruent triangles.
Subject and Topic
Form 2
Mathematics
Congruence
Congruence of triangles
Resource Type
Cursus
Language
English
Publication Date
2023

Eating & Exercise

Outcomes:

  • Design a diet and exercise regimen.
  • Estimate the number of calories required for basic survival.
  • Estimate the number of calories burned by exercise.
  • Explain how heart health depends on diet and exercise.
  • Explain how Body Mass Index (BMI) depends on weight and height.
Subject and Topic
Form 2
Biology
Nutrition
Nutrition and food nutrient concepts
Resource Type
Simulatie
Language
English
Publisher
pHET Interactive Simulations
Publication Date
No date
Creator/Author
Sam Reid (Developer)
Keyword
Biology
Exercise
Energy

Pythagoras Theorem

This video explains the theorem of Pythagoras.

Subject and Topic
Form 2
Mathematics
Pythagoras Theorem
Proof of Pythagoras theorem
Resource Type
Video
Language
English
Publisher
FuseSchool Global Education
Publication Date
2016
Creator/Author
FuseSchool Global Education
Keyword
Pythagoras Theorem

Theorem of Pythagoras

By the end of this unit you will be able to:

  • Identify different types of triangles.
  • Investigate the relationship between the sides of a right-angled triangle to develop the Theorem of Pythagoras.
  • Use the Theorem of Pythagoras to find missing lengths in right angled triangles.
Subject and Topic
Form 2
Mathematics
Pythagoras Theorem
Proof of Pythagoras theorem
Resource Type
Cursus
Language
English
Publisher
Pressbooks
Publication Date
2020
Creator/Author
Natashia Bearam-Edmunds
Keyword
Pythagoras Theorem