Angles on parallel lines including alternate, corresponding, co-interior, vertically opposite

Question 1

What letter shows alternate angles?

Answer 1

Z

Question 2

True or False: Corresponding angles are equal.

Answer 2

True

Question 3

Fill in the blank: Co-interior angles are shown by the letter_______

Answer 3

C

Question 4

What is the relationship between vertically opposite angles?

Answer 4

They are always equal.

Question 5

Co-interior angles sum to ——-?

Answer 5

180 degrees

Question 6

True or false: Alternate angles sum to 180

Answer 6

False. Alternate angles are equal

Question 7

True or false: corresponding angles are shown by the letter F

Answer 7

True

Question 8

What type of angles are formed when two lines intersect?

Answer 8

Vertically opposite angles

Question 9

What is the sum of the angles on a straight line?

Answer 9

180 degrees

Question 10

True or false: the angles in a triangle don’t have to add up to 180 degrees.

Answer 10

False.
The sum of the angles of all triangles is always 180 degrees

Question 11

Vertically opposite angles are shown by which letter?

Answer 11

X

Question 12

Angles round a point add to———-?

Answer 12

360 degrees

Question 13

If one angle on a straight line is 80 degrees, how big is the other one?

Answer 13

100 degrees.
Angles on a straight line add to 180 degrees.

Question 14

Corresponding Angles are shown by which letter?

Answer 14

F

Question 15

True or false: parallel lines can intersect.

Answer 15

False
Parallel lines will run together without ever touching (think railway lines)