Free Printable Parallel lines and transversals

1.

Find the

\angle ACD

a)

$120\degree$

b)

$180\degree$

c)

$100\degree$

d)

none of the above

2.

a+b+c+d = ?

a)

180

b)

120

c)

330

d)

360

3.

$\angle a\ =$ ?

a)

$\angle c$

b)

$\angle b$

c)

$\angle d$

d)

none of the above

4.

Which is the corresponding angle to ∠a?

a)

$\angle e$

b)

$\angle f$

c)

$\angle g$

d)

$\angle h$

5.

$\angle b=?$

a)

$\angle c$

b)

$\angle d$

c)

$\angle a$

6.

what is the term used for $\angle d\ and\ \angle e$ ?

a)

vertical angles

b)

alternate interior angles

c)

corresponding angles

d)

supplementary angles

7.

what is the term used for $\angle a\ and\ \angle c$ ?

a)

vertical angles

b)

supplementary angles

c)

complementary angles

d)

corresponding angles

8.

$\angle c=?$

a)

$\angle f$

b)

$\angle d$

c)

$\angle h$

d)

$\angle e$

9.

lines XY and UV intersect two parallel lines as shown. We know that $\Delta I\cong\Delta II$

$\angle a=?$

a)

$\angle d$

b)

$\angle c$

c)

$\angle o$

d)

none of the above

10.

we know $\Delta I\cong\Delta II$

.which of the following is the correct congruence statement?

a)

$\Delta OAB\cong\Delta OCD$

b)

$\Delta OBA\cong\Delta OCD$

11.

which of these of angles are vertical angels?

a)

$\angle AOB\ and\ \angle DOC$

b)

$\angle OAB\ and\ \angle ODC$

12.

Which of these angles are alternate interior angles?

a)

$\angle AOB\ and\ \angle DOC$

b)

$\angle ABO\ and\ \angle DCO$

c)

$\angle ABO\ and\ \angle CDO$

Parallel lines and transversals

Total questions: 12

Worksheet time: 1hrs 4mins

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