Angle Geometry

Description

Using intersecting lines, parallel lines and triangle geometric reasons.
Tanya Haywood
Quiz by Tanya Haywood, updated more than 1 year ago
Tanya Haywood
Created by Tanya Haywood over 8 years ago
8
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Resource summary

Question 1

Question
What reason would you use to calculate that b = 72
Answer
  • angles in a triangle add to 180
  • angles at a point add to 360
  • vertically opposite angles are equal
  • angles on a straight line add to 180

Question 2

Question
this diagram has which type of angles marked?
Answer
  • vertically opposite angles
  • angles at a point
  • angles on a straight line
  • angles in a triangle

Question 3

Question
describe this pair of marked angles
Answer
  • alternate angles on parallel lines
  • co-interior angles on parallel lines
  • corresponding angles on parallel lines

Question 4

Question
The correct name for a pair of F angles is [blank_start]corresponding[blank_end] angles on [blank_start]parallel[blank_end] lines
Answer
  • corresponding
  • parallel

Question 5

Question
A and [blank_start]B[blank_end] are angles on a straight line. B and C are [blank_start]vertically opposite[blank_end] angles. [blank_start]C[blank_end] and G are corresponding angles on parallel lines. Another pair of corresponding angles is [blank_start]F[blank_end] and B. There are two pairs of co-interior angles - C and [blank_start]E[blank_end] as well as [blank_start]D[blank_end] and F C and F are [blank_start]alternate[blank_end] angles on parallel lines as are D and E.
Answer
  • B
  • vertically opposite
  • C
  • F
  • E
  • D
  • alternate

Question 6

Question
Angles on a straight line add to 360 degrees
Answer
  • True
  • False
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