Triangle Midsegments
Triangle
Medians
Medians
Centroid of a Triangle
Triangle Inequality Theorem
Triangle Longer Leg Theorem
100
If MP is the midsegment of triangle ABC, which two lines are parallel?
\overline{BA}||\overline{MP}
100
The median of KL is
JD
100
A triangle's centroid divides a median into how many congruent sections?
3 congruent sections
100
The sum of the two smallest sides of a triangle must be _____________ than the longest side of the triangle.
larger/longer
100
In every triangle, the longest side is _______ the largest angle.
opposite
200
M is the _________ of BC
midpoint
200
Which line segment is \frac{1}{3}\overline{ML}
MC/CM
200
\overline{JC} is what fraction of \overline{JD} ?
\frac{2}{3}
200
What's a possible third side length that would create a triangle?
Side #1: 38
Side #2: 29
Side #3: ?????????
Any number larger than 67
200
Which angle is the largest?
<BCA/ACB
300
If MP = 27, find BA.
BA = 54
300
The midpoint of JL is
E
300
If KE = 39, find KC.
KC=26
300
Do these lengths make a triangle?
17, 31, 17
Yes
300
Which side length is the longest?
WY/YW
400
Find BC.
BC = 164
400
Solve for x. 
x=3
400
If CE=12, find KE.
KE=36
400
Do these lengths make a triangle?
43, 65, 22
No
400
In an isosceles triangle, the angle opposite the shortest side of the triangle is called the _________ angle.
Vertex angle
500
Find BA.
BA = 234
500
If \overline{KE} is the median of \overline{JL} , find JL.
JL=136
500
If JC=32 , find JD.
JD=48
500
Given the shortest and longest sides of the triangle, find a possible middle side length.
Shortest Side: 24
Middle Side: ???
Longest Side: 47
Middle Side: 23
500
Which side length is the smallest?
QR/RQ