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2nd Common Assessment REVIEW

Total questions: 15

Worksheet time: 33mins

Name
Class
Date
1.

Which of the following could represent the three sides of a triangle?

a)

10, 20, 32

b)

5, 11, 13

c)

14, 20, 35

d)

14, 23, 39

2.

Write the inverse of the following conditional statement:

If it is Monday, then Derek is not working.

(a)  

3.

In ΔMNO, m∠M=(6x+1)°, \Delta MNO,\ m\angle M=\left(6x+1\right)\degree,\   m∠N=(3x−10)°,m\angle N=\left(3x-10\right)\degree,    , and  m∠O=(x+19)°.m\angle O=\left(x+19\right)\degree.  Find  m∠N.m\angle N.  



(a)  

4.

If ΔABC≅ΔXYZ,\Delta ABC\cong\Delta XYZ,  which of the following statements is not true?

a)

 ∠B≅∠Y\angle B\cong\angle Y  

b)

 AB‾≅XY‾\overline{AB}\cong\overline{XY}  

c)

 ∠CBA≅∠ZXY\angle CBA\cong\angle ZXY  

d)

 ∠BAC≅∠YXZ\angle BAC\cong\angle YXZ  

e)

 AC‾≅XZ‾\overline{AC}\cong\overline{XZ}  

5.

Find the value of x.

(a)  

6.

Write the converse to the following conditional statement:

If I do not make a list, then I get nothing done.

(a)  

7.

Find the measure of ∠j\angle j . 

(a)  

8.

In  ΔXYZ\Delta XYZ ,  XY=6XY=6   and  YZ=9YZ=9  . Which measure cannot be the length of  XZ?XZ?   


a)

16

b)

12

c)

9

d)

4

9.

If a∥ba\parallel b  , find  m∠MRP.m\angle MRP.  

(a)  

10.

Write the contrapositive to the following conditional statement:

If two angles are not a linear pair, then they are complementary.

(a)  

11.

Find the measure of  ∠BCD\angle BCD  .

a)

 20°20\degree  

b)

 50°50\degree  

c)

 60°60\degree  

d)

 120°120\degree  

e)

 160°160\degree  

12.

In the diagram shown, lines  aa  and  bb  are parallel. Which angle is supplementary to  ∠2?\angle2?  

a)

 ∠3\angle3  

b)

 ∠4\angle4  

c)

 ∠5\angle5  

d)

 ∠7\angle7  

13.

Which congruency statement does not describe the triangles shown if ΔDEF≅ΔFGH?\Delta DEF\cong\Delta FGH?  

a)

 ΔFED≅ΔHGF\Delta FED\cong\Delta HGF  

b)

 ΔEDF≅ΔFGH\Delta EDF\cong\Delta FGH  

c)

 ΔEFD≅ΔGHF\Delta EFD\cong\Delta GHF  

d)

 ΔEDF≅ΔGFH\Delta EDF\cong\Delta GFH  

14.

What is the logical equivalent to a converse statement?

(a)  

15.

If BCDEBCDE is congruent to  OPQROPQR  , then  CD‾\overline{CD}  is congruent to _______.  

a)

 QR‾\overline{QR}  

b)

 OR‾\overline{OR}  

c)

 PQ‾\overline{PQ}  

d)

 OP‾\overline{OP}