Download 6.1- 6.3 Quiz Review

Geometry
6.1- 6.3 Quiz Review
Name:__________________________________________
Polygon ABCDE is to the right.
1. Name the vertices of polygon ABCDE.
2. Name the sides of polygon ABCDE.
3. Name all the diagonals of polygon ABCDE.
4. Give two other names for polygon ABCDE.
Decide whether the figure is a polygon. If not, state why not. If so, tell what type.
5.
6.
7.
Polygon?_________
Polygon?_________
Polygon?_________
Type: _____________
Type: _____________
Type: _____________
8.
9.
10.
Polygon?_________
Polygon?________
Polygon?_________
Type: _____________
Type: _____________
Type: _____________
Find the measure of the missing angle.
11.
12.
Equation:
Equation:
m ∠D = __________
m ∠A = _________
Find the value of the variable.
13.
14.
Equation:
Equation:
x = _______
x = _________
15.
16.
Equation:
x = _________
Equation:
x = ________
JKLM is a parallelogram. Find JK and KL.
17.
JK =_______ KL= _________
18.
JK = _________
WXYZ is a parallelogram. Find the missing angle measures.
19.
20.
m ∠W = ______
m ∠W = ________
m ∠X = _______
m ∠X = _________
m ∠Y = ______
m ∠Y = ________
KL = _________
Find the lengths.
21. Find GE and DF.
GE = _______
22. Find GE and GF.
DF = _______
GE = _______
Find the value of the variables (x AND y).
23.
24.
Equation for x:
Equation for x:
Equation for y:
25.
Equation for x:
GF = _____
Equation for y:
26.
Equation for y:
Equation for x:
Equation for y:
27.
Equation for x:
Equation for y:
28. MKGF is a parallelogram. Find each measure or angle.
m ∠1 = ______
m ∠KFG = _______ m ∠MFG = _________
m ∠M = ______
m ∠G = ________
MK = ________ KG = __________
29. ABCD is a parallelogram. Find the value of x and then the following angle measures.
Equation:
x = ____________
m ∠ABC= _________
m ∠BCA = _________
30. State two ways to show that a quadrilateral is a parallelogram using opposite sides.
31. State two ways to show that a quadrilateral is a parallelogram using angles.
32. State a way to show that a quadrilateral is a parallelogram using diagonals.
Look at the markings on the picture to determine if the quadrilateral is a parallelogram, and
if so, why. Choices are:
Opposite sides are .
Opposite angles are .
Consecutive angles are
supplementary.
Diagonals bisect each other.
Not a parallelogram (None)
33.
34.
36.
37.
39.
40.
35.
38.
41.
Plot the points given and connect them to make a quadrilateral. Use slopes to show if the
quadrilateral is a parallelogram.
42. A(0, 1) B(1, 3) C(5, 3) D(4, 1)
43. A(3, 2) B(-2, 2) C(-3, -1) D(1, -1)