Over the break assingmnet! Due on Tuesday January 5th………See you next year!
Use the diagram.
1. Give two names for the plane.
2. Name three collinear points.
3. Name three coplanar points.
4. Name three points.
5.
Name one ray.
6. Name two lines.
7.
Name one line segment.
Identify the segment bisector of QR. Then find QR.
8.
Write a rule for the translation of the preimage to the image.
9
10
11. ! ABC has m A  40 and m B  60. ! DEF has m D  40 and m F  80. Your partner concludes that
the triangles are not similar.
Do you agree or disagree? Why?
Determine whether the object has line symmetry and whether it has rotational symmetry. Identify all lines of
symmetry and angles of rotation that map the figure into itself.
12.
13.
14.
Determine which lines, if any, must be parallel. Explain your reasoning.
15.
16.
Find the measure of the angle(s).
17.
18.
Name the corresponding parts, given
19.
! ALX  ! GIW .
20. LX  ___
21. I  ___
22. A  ___
23. mW  ___
24. mI  ___
25.
26.Solve for x and y
In the diagram, ABCD
! LAX  ___
27. Solve for x and y
EFGH. Find the following.
28. Scale factor
29. EH
30. AB
Find the value of x so that BC
31.
DE.
32.
33. In ! PQR, SP  78, and UM  19. Find SM, MR, and UR.