Score / Always Show Your Work Where Possible. 1. Which
of 6
-
Upload
gtanicacademyorg -
Category
Documents
-
view
219 -
download
0
Transcript of Score / Always Show Your Work Where Possible. 1. Which
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
1/6
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
2/6
TEST 1 page 2
5. Make an isometric drawing.
Given: BE AG, AF bisects GAE,m DAG = 148 .
6. m 1 = ________________
7. m GAF = ________________
8. m 4 + m 5 =_________________
9. m DAE = ________________
10. m BAD = ________________
11. 5 is complementary to ____________
12. 1 and ______________are supplements.
13. Which point is in the same plane as T , W , and S ?
_________________
14. Which point is NOT collinear with two other points?
___________________
G
F
E
DC
B1 2
A
5
3
4
6
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
3/6
TEST 1 page 3
Mark the given & then use the figure to find each distance:
GIVEN: S is the midpoint of OH.MA = AC = CI = IN = NT = TO
AT = 28, MS = 69
M A C I N T O S H
15. TO = ____________
16. SH = ____________
17. MA = ___________
18. MN = ___________
19. CH = ____________
20. Which of these points, if any, is the midpoint of FJ ?
20.
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
4/6
TEST 1 page 4
21. Which line is NOT parallel to ?
21.__________________
22. In the figure shown, m AED = 97. Find BEC, AEB, and DEC.
m BEC = ________________________
m AEB = ________________________
m DEC = ________________________
23. Solve for x.
x = __________________
6x + 7 2x - 11
24. Find m A and m B if A and B arecomplements AND A = 7x + 40, B = 2x 13.
m A = _______________
m
B = _______________
25. Given R is supplementary to A. R = 5x + 10 and A = 7x + 110. Findm R and m A.
m R =
m A = _____________
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
5/6
Vocabulary.
__ is the reasoning that is based on patternsyou observe.
A conclusion you reach using the reasoningin #1 is called a ___.
___ is a(n) example that proves somethingincorrect.
A(n) ___ shows three sides of a figure from acorner view.
A(n) ___ is another way to show a three-dimensional figure.
A ___ shows the base of a structure and the
height of each part.A ___ has no size and is represented by a
capital letter.
___ is the set of all points.
A ___ is a series of points that extends in twoopposite directions without end.
Points that lie on the same line are ___ points.
A ___ is a flat surface that has not thickness.
Points and lines in the same plane are ___.
A ___ is an accepted statement or fact.
A ___ is the part of a line consisting of twoendpoints and all points between them.
A ___ is the part of a line consisting of oneendpoint and all the points of the line on one side of the endpoint.
___ are coplanar lines that do not intersect.
1.________________________________________
2.________________________________________
3.________________________________________
4.________________________________________
5.________________________________________
6.________________________________________
7.________________________________________
8.________________________________________
9.________________________________________
10._______________________________________
11._______________________________________
12._______________________________________
13._______________________________________
14._______________________________________
15._______________________________________
16._______________________________________
-
8/14/2019 Score / Always Show Your Work Where Possible. 1. Which
6/6
__ are noncoplanar, not parallel and do notintersect.
Two segments with the same length are ___.
A ___ divides the segment into twocongruent segments.
A(n) ___ is formed by two rays with the sameendpoint.
A(n) ___ angle measures between 0 and 90degrees.
A(n) ___ angle measures between 90 and 180degrees.
A ___ angle measures 180 degrees.
A ___ angle measures 90 degrees.
___ angles have a common side, vertex, andno common interior points.
17._______________________________________
18._______________________________________
19._______________________________________
20._______________________________________
21._______________________________________
22._______________________________________
23._______________________________________
24._______________________________________
25._______________________________________
Sometimes, Always or Never
Supplementary angles have a sum of 180. 26.__________________________
If 2 angles are complementary, then each is obtuse. 27.__________________________
Three points are always collinear. 28.__________________________
Two planes intersect to form a line. 29.__________________________
Perpendicular lines form right angles. 30.__________________________
A midpoint of a segment divides it into 3 congruent parts. 31.__________________________
