Triangle Inequality Theorem (V1): Students can use this interactive applet to intuitively and informally discover this theorem.
This is a great way to review the Triangle Sum Theorem. Students look at different triangles and calculate the missing angle in each. They do not need protractors and should use subtraction and addition. This is a great way to review and works wonderfully as a filler activity. There are three sets of worksheets and answer keys are included.

Triangle Inequality Theorem Examples
Triangle inequality theorem
Triangle Congruence Worksheet Answer Key


Triangle Inequality Theorem Calculator
This card sort activity is the perfect way for High School geometry students to review the triangle inequality theorem and the Pythagorean theorem. This card sort activity requires students to use the Triangle Inequality Theorem, Converse of the Pythagorean Theorem, and Pythagorean Inequality Theorems to classify triangles as Acute, Obtuse, Right, or Not a Triangle when given 3 side lengths. This high school geometry activity is so much more fun than a regular free geometry worksheet.


Free Triangle Inequality Theorem foldable for Geometry Classroom
Example Of Triangle Inequality Theorem
Triangle Inequality Theorem Worksheet
Inequalities in 1 Triangle: Dynamic & Modifiable Applet










The Triangle Inequality Theorem Interactive Notebook Page for Geometry
The Triangle Inequality Theorem Worksheets
Check out these 11 activities to get students real world practice with the triangle inequality theorem. This post includes print and go resources, online math tools, challenge questions, and more. Check it out!
misscalcul8
A discovery lab is easy to set up when teaching students the Triangle Inequality Theorem. Gather the following materials: • Various side lengths cut from strips of construction paper. • A recording sheet for students to record observations about side lengths that form a triangle and side lengths that do not form a triangle. Then watch as students make math discoveries. Triangle Inequality Theorem- the sum of the lengths of any two sides of a triangle is greater than the length of the third side.