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Worksheets

Solving w/ Centers of Triangles

Total questions: 12

Worksheet time: 6mins

Name
Class
Date
1.

Since K is the centroid with intersecting medians, what equation(s) can you write using the Centroid Theorem?

a)

S

L = 2S

M = 3S

b)

AK = BK = CK

c)

FK = IK = LK

d)

There is no Centroid Theorem.

2.

Since L is the circumcenter with intersecting perpendicular bisectors, what equation(s) can you write using the Circumcenter Theorem?

a)

S

L = 2S

M = 3S

b)

AL = BL = CL

c)

FL = IL

d)

There is no Circumcenter Theorem.

3.

Since D is the incenter with intersecting angle bisectors, what equation(s) can you write using the Incenter Theorem?

a)

S

L = 2S

M = 3S

b)

AD = BD = CD

c)

ED = FD = GD

d)

There is no Incenter Theorem.

4.

Since B is the orthocenter with intersecting altitudes, what equation(s) can you write using the Orthocenter Theorem?

a)

S

L = 2S

M = 3S

b)

AD = BD = CD

c)

ED = FD = GD

d)

There is no Orthocenter Theorem.

5.

Since K is the centroid with intersecting medians, what equation(s) can you write using the Centroid Theorem?

a)

S

L = 2S

M = 3S

b)

HI = JI = KI

c)

DI = EI = FI

d)

There is no Centroid Theorem.

6.

Since K is the circumcenter with intersecting perpendicular bisectors, what equation(s) can you write using the Circumcenter Theorem?

a)

S

L = 2S

M = 3S

b)

HC = JC = KC

c)

DC = EC = FC

d)

There is no Circumcenter Theorem.

7.

Since K is the incenter with intersecting angle bisectors, what equation(s) can you write using the Incenter Theorem?

a)

S

L = 2S

M = 3S

b)

HP = JP = KP

c)

QP = SP = TP

d)

There is no Incenter Theorem.

8.

Since K is the orthocenter with intersecting altitude, what equation(s) can you write using the Orthocenter Theorem?

a)

S

L = 2S

M = 3S

b)

HK = JK = KK

c)

HJ = KJ

d)

There is no Orthocenter Theorem.

9.

Since H is the centroid with intersecting medians, what equation(s) can you write using the Centroid Theorem?

a)

S

L = 2S

M = 3S

b)

DH = EH = FH

c)

AH = BH = CH

d)

There is no Centroid Theorem.

10.

Since K is the circumcenter with intersecting perpendicular bisectors, what equation(s) can you write using the Circumcenter Theorem?

a)

S

L = 2S

M = 3S

b)

DG = EG = FG

c)

AG = BG = CG

d)

There is no Circumcenter Theorem.

11.

Since K is the incenter with intersecting angle bisectors, what equation(s) can you write using the Incenter Theorem?

a)

S

L = 2S

M = 3S

b)

DR = ER = FR

c)

SR = TR = UR

d)

There is no Incenter Theorem.

12.

Since K is the orthocenter with intersecting altitude, what equation(s) can you write using the Orthocenter Theorem?

a)

S

L = 2S

M = 3S

b)

DN = EN = FN

c)

JN = KN = LN

d)

There is no Orthocenter Theorem.