Medians Centroid Theorem (Proof without Words)

Applet contains a triangle for students to easily construct its 3 [color=#0a971e]medians[/color] and [color=#0a971e]centroid[/color]. Yet this applet also gives the student the ability to visually see that the [color=#0a971e]centroid[/color] of a triangle divides any [color=#0a971e]median[/color] of a triangle in a 2:1 ratio (or, equivalently, lies 2/3 of the way down any [color=#0a971e]median[/color] from its given vertex.) The applet also leads students to discover that the [color=#0a971e]centroid[/color] of a triangle always lies INSIDE the triangle (and never anywhere else.)

 

Tim Brzezinski

 
نوع منبع آموزشی
کاربرگ
برچسب‌ها
ccss  ccss.hsg.co.c.10  ccss.hsg.co.d.12  centroid  common  common-core  core  exploration  median  medians  theorem triangles ... نمایش بیشتر
سن گروه مخاطب
11 – 14
زبان
English
 
 
مشاهده‌ها
91320
Contact author of resource
مجوز
CC-BY-SA, GeoGebra Terms of Use
مواد آموزشی مشتق شده
Medians Centroid Theorem (Proof without Words)
به اشتراک گذاشته شده توسط MsBuist
... نمایش بیشتر
Medians Centroid Theorem (Proof without Words)
به اشتراک گذاشته شده توسط sdukes
Medians Centroid Theorem (Proof without Words)
به اشتراک گذاشته شده توسط merve
Medians Centroid Theorem (Proof without Words)
به اشتراک گذاشته شده توسط Esma
 
 
© 2026 International GeoGebra Institute