Download Station #1

Station #1
Find the missing angle.
1.
A = _____ degrees
2.
B = _____ degrees
B
○
130
3.
A
C = _____ degrees
4.
D = _____ degrees
70○
27○
40○
D
43○
C
115○
Station #2
5.
_______
Two angles are complementary. One of the angles is 48 degrees. What is
the measure of the other angle?
6.
_______
Two angles are supplementary. One of the angles is 75 degrees. What is the
measure of the other angle?
Name the angle described below.
7.
_______________ Greater than 90 degrees and less than 180 degrees.
8.
_______________ Equal to 180 degrees.
9.
_______________ 2 angles that share a vertex and common side
Station #3
Name the shapes below. And include ALL markings!
10.
________________________
11.
________________________
12.
________________________
Name the polygons below.
13.
10-sided
__________________
14.
4-sided
__________________
15.
6-sided
__________________
16.
8-sided
__________________
Station #4
Using the formula below, calculate the sum of the interior angles of the given polygon.
Sum of interior angles = 180(n – 2)
17.
___________
Triangle
19.
___________
Octagon
n = number of sides
18.
___________
Hexagon
Find the measure of ONE interior angle of a regular polygon.
20.
___________
Quadrilateral
22.
___________
Decagon
21.
___________
Pentagon
Station #5
Use the drawing below to answer the following questions.
A
2
3
C
4
1
120
5
7 6
23.
4 & _____
Name a pair of corresponding angles.
24.
5 & _____
Name a pair of alternate interior angles.
25.
5 & _____
Name a pair of supplementary angles.
26.
1 & _____
Name a pair of vertical angles.
27.
2 & _____
Name a pair of alternate exterior angles.
28.
6 & _____
Name a pair of congruent angles.
29.
________
What is the measure of angle 3?
30.
________
What is the measure of angle 6?
B
Station #6
31.
(_____, _____):
A (-2, 4)
Determine the missing
coordinate, D, for the
shape at the right.
B (6, 4)
D (?, ?)
32.
(_____, _____):
C (6, -6)
A (-3, 6)
Determine the missing
coordinate, B, for the
shape at the right.
B (?, ?)
D (-3, -4)
C (5, -4)
Find the number of sides in a polygon given the total number of degrees.
Sum of interior angles = 180(n – 2)
33.
1,800 degrees
n = ________
35.
1, 440 degrees
n = ________
n = number of sides
34.
2,520 degrees
n = ________
Station #7
Find the measure of all the missing angle below.
36.
a = ____________
37.
b = ____________
38.
c = ____________
39.
d = ____________
40.
e = ____________
Station #8
Solve for x.
41.
3x
2x + 30
42.
43.
2x + 15
x +45
3x + 20 5x
Practice
Name: _____________________________
Geometry Basics - Stations
Place all answers on this sheet.
1.
_________
26.
_________
2.
_________
27.
_________
3.
_________
28.
_________
4.
_________
29.
_________ degrees
5.
_________
30.
_________ degrees
6.
_________
31.
(______ , ______)
7.
_________________
32.
(______ , ______)
8.
_________________
33.
_________ sides
9.
_________________
34.
_________ sides
10.
_________________
35.
_________ sides
11.
_________________
36.
_________ degrees
12.
_________________
37.
_________ degrees
13.
_________________
38.
_________ degrees
14.
_________________
39.
_________ degrees
15.
_________________
40.
_________ degrees
16.
_________________
17.
_________ degrees
18.
_________ degrees
19.
_________ degrees
20.
_________ degrees
21.
_________ degrees
22.
_________ degrees
23.
_________
24.
_________
25.
_________