Toggle Navigation
Games
Blog
Class PIN
Join for Free
Sign in
Toggle Navigation
Games
PIN
Join for Free
Blog
Pricing
Contact us
Help center
Sign in
Study
Level 2 Angles Maths Cup
0
%
0
0
0
Back
Restart
Find the size of the pronumeral. Give a reason for your answer.
105° (angle sum of quadrilateral)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
75° (co interior angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
121° (co interior angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
78° (angle sum of isosceles triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
65° (angle sum of right angle triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
79° (angle sum of quadrilateral)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
135° (vertically opposite angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
48° (angle sum of quadrilateral)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
58° (angle sum of isosceles triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
125° (corresponding angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
62° (supplementary angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
67° (angle sum of triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
63° (angle sum of quadrilateral)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
25° (angle sum of triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
52° (complementary angles)
Oops!
Okay!
What are the size of these angles? Give a reason for your answer.
60° (equal angles in an equilateral triangle)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
85° (supplementary angles)
Oops!
Okay!
Find the size of the pronumeral. Give a reason for your answer.
117° (vertically opposite angles)
Oops!
Okay!
Your experience on this site will be improved by allowing cookies.
Allow cookies