1.Which set of three segments can form a triangle? https://ando3043-ecademy-fps.gradpoint.com/Resource/148972,D62,0,0,4B/Assets/flvs/Assessments/res0087/06_12c_35_011.gif 2.Which set of three segments can form a triangle? https://ando3043-ecademy-fps.gradpoint.com/Resource/148972,D62,0,0,4B/Assets/flvs/Assessments/res0087/06_12c_35_015.gif
@dan815 , @iGreen , @Directrix
@texaschic101 @confluxepic
@bibby @nincompoop
@mathstudent55
@Luigi0210 @Compassionate
Triangle Inequality Theorem: One side of a triangle is less than the sum of the other two sides.
Is 4 < 8 + 10 Is 8 < 4 + 10 Is 10 < 4 + 8 If you answer "yes" to all three of those, then the lengths can be sides of a triangle.
The same strategy goes for the next set of lengths; Is 12 < 3 + 15 Is 3 < 12 + 15 Is 15 < 12 + 3 If "yes" is the answer to all 3, the the sides can be sides of a triangle. If there is one "no," then the sides cannot be sides of a triangle.
@mjperez18
Join our real-time social learning platform and learn together with your friends!