1 CP GEOMETRY Name _______________________ MIDTERM REVIEW 2019-2020 1. The distance between the two points is __________. 2. Identify what each of the following means/represents: a) AB b) ____ AB c) AB d) AB 3. Use the figure to answer the questions: a) Name three non-collinear points. b) Name two lines that intersect at point B. c) Name three planes that intersect at point F. d) Name two planes that do not intersect. e) Name four points that are not coplanar. f) Plane EFGH and CH intersect at _______. g) Name a line that is skew to FE . 4. a) Two lines intersect at a _______________________. b) Two planes intersect in a ________________________.
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CP GEOMETRY Name _______________________
MIDTERM REVIEW 2019-2020
1.
The distance between the two points is __________.
2. Identify what each of the following means/represents:
a) AB b) ____
AB c) AB d) AB
3. Use the figure to answer the questions:
a) Name three non-collinear points. b) Name two lines that intersect at point B.
c) Name three planes that intersect at point F. d) Name two planes that do not intersect.
e) Name four points that are not coplanar. f) Plane EFGH and CH intersect at _______.
g) Name a line that is skew to FE .
4. a) Two lines intersect at a _______________________.
b) Two planes intersect in a ________________________.
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5. a) Name a segment through point X.
b) Name a pair of opposite rays.
c) Name line m three different ways.
d) Name 2 lines which appear parallel.
e) Name a ray with endpoint R.
6. a. Name 1 two other ways.
b. If m 1 = 142Β°, find m 2 .
c. KJT and TJF are __________________.
d. If m 2 = 5x + 4 and m 1 = 24x + 2, find x.
7. Use the diagram to find the value of each variable.
x = ______________
y = ______________
z = ______________
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8. Find the value of x. Name the angle pair relationship.
9. Use the points below to answer the following questions
A(0, 3) B(-1, -4) C(-7, -9) D (8, 10) E (0, -2)
Find: a) AE
b) BC
c) midpoint of BE
d) midpoint of CD
10. Fill in the blank:
a) Points that lie on the same line are called ____________________.
b) Points that lie in the same plane are called ___________________.
c) Vertical angles are _________________________.
d) Angles that form a linear pair are ______________________.
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11. In the figure on the right, point K is the midpoint of π½οΏ½Μ οΏ½. Find each of the following (diagram is
not drawn to scale).
A. x =
B. JL =
C. JK =
12. In the figure on the right, PQ = 27. Find each of the following.
A. x =
B. PL =
C. LQ =
In the figure on the right, OB bisects AOC , and BOC and COD are complementary. Find
each of each of the following. Remember to use three letters to identify angles. (Justify your
answers)
13. x =
14. CODm =
15. AOBm =
16. AODm =
17. Name two adjacent angles to β π΅ππΆ.
18. Name an obtuse angle.
19. Name two rays that are perpendicular to each other.
5x 4 3x
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20. Find m1 and then m2. Justify each answer.
21. Find the value of x. Then find the measure of each angle. Name the theorem/postulate used.
22. Find the value of x. Then find the measure of each angle. Justify/name the theorem/postulate.
23. Find the value of x for which a t . Justify each answer.
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24. Find the value of x for which a t .
25. Find the value of x for which a t .
26. Use the diagram to name the relationship between the angles.
a) β 1 and β 2 form a _______________________ and are ______________________.
b) β 1 and β 3 are _______________________ angles and are ______________________.
c) β 1 and β 5 are _________________________ angles and are ______________________.
d) β 1 and β 7 are _______________________ angles and are ______________________.
e) β 2 and β 5 are _______________________ angles and are ______________________.
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27. Find the value of each variable. Justify each answer.
28. Find the value of x and the πβ π΄.
x = ___________________
πβ π΄ = __________________
29. Graph the lines on the coordinate plane. Identify as horizontal, vertical or oblique.
a) π¦ = β3π₯ + 2 b) π¦ = β6 c) π₯ = 4 d) π¦ =1