WorksheetsGeom Unit 5 Review: Relationships within Triangles
Total questions: 33
Worksheet time: 34mins
Given: DG, EG, and FG are Perpendicular Bisedctors.
Given: AG = 10, find the length of BG.
10
20
5
30
If AP and CT are Angle Bisectors and m∠CAP = 34° , find ∠CAB.
17°
34°
68°
90°
QT, PT, and RT are Angle Bisectors. Find the length of TU
15
12
26
13
Angle ABC measures 34o. What is the measure of angle CBD?
17o
34o
68o
x = 8
x = -10
x = 5/2
x = 10
If CD is a perpendicular bisector of AB which segments must be the same length?
AB and DC
AD and BD
AD and CD
BD and CD
Which segments ALSO must be the same length
AC and BC
AC and BD
BC and AD
AC and AB
RX, TP, and SO are MEDIANS of triangle RST.
If XZ = 9, what is the length of ZR?
18
9
27
12
VL, ME, and HR are MEDIANS of triangle VHM.
If TL=5, VL=?
10
15
2.5
5
Order the sides of the triangle from shortest to longest.
UV, UT, VT
UV, VT, UT
VT, UT, UV
VT, UV, UT
Given ΔBCD, and the m∠C = 53° and the m∠D = 36°, order the sides from shortest to longest. (draw the triangle to help)
BC, DB, CD
BC, CD, DB
CD, BD, BC
CD, BC, BD
In ΔUVW, V W = 18, UW = 21, and UV = 9, order the angles from smallest to largest. (draw the triangle to help)
∠W, ∠U, ∠V
∠W, ∠V, ∠U
∠V, ∠U, ∠W
∠V, ∠W, ∠U
Order the angles from smallest to largest.
∠D, ∠E, ∠C
∠D, ∠C, ∠E
∠C, ∠E, ∠D
∠C, ∠D, ∠E
In which of the following triangles is ∠K the smallest angle?
Three lookout towers are located at points A, B, and C on the section of the park in the drawing.
m∠A is least
m∠A is greatest
m∠C is least
m∠C is greatest
15, 12, 9
AE, BF, and CD are Medians of ΔABC.
If AE = 33, what is AG?
22
11
3
66
Point T is the intersection of the angle bisectors of the triangle. Find the length of RU to the nearest tenth.
20.1
12
17.3
18.4
