GeoGebra
  • Create Lesson
GeoGebra
  • Home
  • News Feed
  • Resources
  • Profile
  • People
  • Classroom
  • App Downloads
About GeoGebra
Contact us: office@geogebra.org
Terms of Service – Privacy – License

© 2022 GeoGebra

Distance Formula

Author:
Jordan

Distance Formula

In order to find the distance between two points, the following equation must be used: d= Example: Point A is located at ( 2 , 3 ) and Point B is located at ( 6 , 8 ) In the example, the Point A labels are 2 - X1 and 3 - Y1. Point B labels are 6 - X2 and 8 - Y2. d= The Distance is 6.4 units from Point A to Point B

New Resources

  • Action/Consequence: Proving Parallelograms
  • A2_6.03 Trigonometric identities
  • Parallelogram Properties
  • Interior and Exterior Angle Sum of a Triangle
  • Transformations

Discover Resources

  • Transforming Linear Functions- PCSS 1
  • slopefields
  • Relations, Evaluating, and Coordinate Grid Review
  • Boek breuken
  • Untitled

Discover Topics

  • Random Experiments
  • Linear Programming or Linear Optimization
  • Secant Line or Secant
  • Angles
  • General Quadrilateral

GeoGebra

  • About
  • Partners
  • GeoGebra on Tests
  • News Feed
  • App Downloads

Apps

  • Calculator Suite
  • Graphing Calculator
  • 3D Calculator
  • CAS Calculator
  • Scientific Calculator

Resources

  • Classroom Resources
  • Learn GeoGebra
  • Classroom
  • Geometry
  • Notes
  • Terms of Service Privacy License
  • Facebook Twitter YouTube