Name: _______________________________ Period: _____
ID: A
Geometry Unit 1.2 HW Segments and Congruence (review starts at )
10. Find XY.
Measure the length of the segment to the nearest
tenth of a centimeter.
1.
11. Find BC.
2.
3.
12. Find DE.
Use the Segment Addition Postulate to find the
indicated length.
4. Find RT.
Plot the given points in a coordinate plane. Then
determine whether the line segments named are
congruent.
5. Find BC.
13. A(2, 2), B(4, 2), C(-1, -1), D(-1, 1);
AB and CD
6. Find MN.
7. Find MP.
8. Find RT.
9. Find UW.
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ID: A
14. M(1, -3), N(4, -3), O(3, 4), P(4, 4);
MN and OP
16. R(3, 5), S(10, 5), T(-4, -3), U(-11, -3);
RS and TU
15. E(-3, 4), F(-1, 4), G(2, 4), H(-1, 1);
EG and FH
Use the number line to find the indicated
distance.
17. AB
18. AD
19. CD
20. BD
21. CE
22. AE
23. BE
24. DE
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ID: A
Use the number line to find the indicated distance.
In the diagram, points V, W, X, Y, and Z are
collinear, VZ  52, XZ  20, and WX  XY  YZ .
Find the indicated length.
25. JK
26. JL
35. WX
27. JM
36. VW
28. KM
37. WY
In the diagram, points A, B, C, and D are
collinear, points C, X, Y, and Z are collinear,
AB  BC  CX  YZ , AD  54, XY  22, and
XZ  33. Find the indicated length.
38. VX
39. WZ
40. VY
Point J is between H and K on HK . Use the given
information to write an equation in terms of x.
Solve the equation. Then find HJ and JK.
41. HJ  2x
JK  3x
KH  25
29. AB
42. HJ  5x  4
30. BD
JK  8x  10
31. CY
KH  38
32. CD
Point S is between R and T on RT . Use the given
information to write an equation in terms of x.
Solve the equation. Then find RS and ST.
33. XC
43. RS  2x  10
34. CZ
ST  x  4
RT  21
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ID: A
44. RS  3x  16
48. Find the length of CD.
ST  4x  8
RT  60
45. Let I be between M and T. Use the Segment
Addition Postulate to solve for x.
Geom 1.0
MI  x + 7
IT  3x + 2
MT  22
46. Find the length of CD.
49. Find the length of AB.
47. Find the length of GH.
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