The point where the medians of a triangle intersect. It is two-thirds of the way down the median.
It is not a penny robot.
It is what really weak body builders use to help them bulk up.
Centroid
Find each indicated measure. PQ
PQ = 5.1 + 5.1 = 10.2
Triangle Inequality
True or False: The 2 arms(sides) of a triangle must be greater than the tail(third side).
True:
True or False:
The smallest angle is opposite the shortest side of triangle?
True!
What did the 0 say to the 8?
Nice belt
Find each indicated measure. CD
8
Find each indicated measure. JM
JM = 46 units
Can the following three lengths make a triangle.
4, 6, 9
Yes, add the 2 smallest sides and see if it is greater than the third.
True or False:
The longest side of a triangle is opposite the smallest angle of a triangle?
False: Longest side is opposite the biggest angle.
What do you call dudes who love math?
Alge-Bros
Point P is the centroid of triangle ABC. Find CL if CP=16
24
Find each indicated measure. n
Can the following three lengths make a triangle.
4, 6, 11
No, the 2 smallest arms(sides) are not greater than the tail(third side).
Complete each statement with <, >, or =.
AC ____ DF
>
I am not alive but I have 5 fingers, what am I?
Find TS
TS = 6
What geometry concept did you use to solve for PQ?
Properties of Perpendicular Bisectors
Two sides of a triangle are 11 centimeters and 14 centimeters. What two values must the third side be between?
write your answer using the form: _____ < x < _____
3 < x < 25
List the angles of the given triangle from smallest to largest.
Angle N - smallest
Angle L - Medium
Angle M - large
People buy me to eat, but never eat me. What am I?
A plate:
In triangle ABC, explain in a couple of sentences how you know that the midsegment ED is parallel to segment BC and that ED = (1/2)BC
E and D are midpoints of AB and AC- E and D are in the middle of each line.
Thus, ED is a midsegment and the midsegment of ED is parallel to the side of the triangle it is not touching(BC) and half the distance of BC
Find each indicated measure.
Given m<b = 57 degrees and m<C = 51 degrees, and segment AD bisects <BAC, find m<ADC.
n=93 degrees
Two sides of a triangle are 26 centimeters and 42 centimeters. What two values must the third side be between?
write your answer using the form: _____ < x < _____
16 < x < 68
List the sides (segments) of the given triangle in order from longest to shortest.
Segment PQ - Smallest
Segment PR - Medium
Segment QR - Large
The more you take out of it, the bigger it becomes. What is it?