Vocabulary
Perpendicular Bisectors
Angle Bisectors
Medians
Inequalities
100

What triangle segment splits an angle into two equal parts? 

Angle Bisector

100

If PS=12, what is the length of SR?

12

100

Find angle PQR.

42.8

100

What is the point called where 3 or more medians intersect?

Centroid

100

Will the following side lengths make a triangle? If not, state why. 

4 in, 8 in, 12 in

No

4+8 is not greater than 12

200

What type of line splits a segment in half and creates right angles?

Perpendicular Bisector

200

If m is a perpendicular bisector, find the length of AC.

22

200

If AB is an angle bisector, find the value of x.

8

200

Calculate the point of the centroid of a triangle with vertices at (-4,5), (0,-2), and (1,3)

(-1,2)

200

List the angle measures in order from least to greatest.

B, A, C

300

What is the point called where 3 or more angle bisectors intersect?

Incenter

300

Find the length of AB.

60

300

Find the length of JN.

37

300

Calculate the point of the centroid for the triangle pictured.

(-5/3,0)

300

Give a range of possible lengths for the missing side.

12<x<48

400

What is the point called where 3 or more altitudes intersect?

Orthocenter

400

If is the circumcenter, what is the length of AG.

8.3

400

If G is an incenter, what is the length of GD.

4.2

400

If P is a centroid and KP=13, find the length of KN.

19.5

400

Give a range of possible values for x.

10<x<167/3

500

What is the point called where 3 or more perpendicular bisectors intersect?

Circumcenter

500

If is the circumcenter, find the length of CB to the nearest tenth. 

8.6

500

If G is an incenter, find the length of DE rounded to the nearest tenth. 

7.2

500

If is a centroid and MJ=39, find the length of MP. 

26

500

At the zoo, two groups of students are at the lion’s den.  

  • Group A goes 5 units east and then turns 56° due north of east and goes 8 units more to see the gorillas.
  • Group B goes 5 units west and then turns 38° due north of west and goes 8 units to see the zebras.

At this point, which group is closest to the lion's den?

Group A