Pythagoras' Theorem
RevisionNotes.Co.Uk - Free Revision and Course Notes for UK Students
 
Home : GCSE : Maths : Trigonometry : Pythagoras' Theorem
 Revision Notes
 GCSE
 A-Level
 University
 IB
 User Options
 Search
 My Revision Notes
 Bookmark Page
 Contribute
 Contribute Work
 Other Sites
 AcademicDB
 Coursework.Info

Pythagoras' Theorem
Bookmark this page

Pythagoras's Theorem
In any right-angled triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
i.e.: c² = a² + b² in the following diagram:

Example:
Find AC in the diagram below.

AB² + AC² = BC²
AC² = BC² - AB²
       = 13² - 5²
       = 169 - 25 = 144
AC  = 12cm

© Matthew Pinkey

Other Notes in this Category

  1. Bearings
  2. Congruency
  3. Intercept Theorem
  4. Pythagoras' Theorem
  5. Similar Triangles
  6. Sin, Cos and Tan
  7. Sine and Cosine Formulae

Didn't find this useful?

  • Visit Coursework.Info for over 14,000 GCSE, A-Level and University Essays

 

© UK-Learning 2001-3. Disclaimer, Feedback, Other Stuff.