Geometry Challenge: True or False with Angles and Parallel Lines
Test your geometry knowledge with a series of true or false questions involving angles and parallel lines. Analyze the given angles and determine if the statements are correct. Additionally, practice identifying pairs of parallel lines and various types of angle relationships based on specific measurements.
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Be Ready True or False? b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
True or False b a c Angle a = 140 Angle b = 60 Angle c = 126 f d e Angle d = 58 Angle e = 130 Angle f = 98 Challenge: Which parallel lines rule has been applied in each case?
On your whiteboards, show me A pair of parallel lines and A pair alternate angles that are 38
On your whiteboards, show me A pair of parallel lines and A pair of corresponding angles that are 54
On your whiteboards, show me A pair of parallel lines and A pair of interior angles, one of which is 63
On your whiteboards, show me A pair of parallel lines and A pair of alternate angles that are 72
On your whiteboards, show me A pair of parallel lines and Any pair of angles Make sure you label the parallel lines rule that you have used
The diagram below shows an isosceles triangle inside a rectangle Can you find a pair of parallel lines in the diagram? C B A How many pairs of alternate angles can you find? How many pairs of corresponding angles can you find? How many pairs of co-interior angles can you find? D F E
Your turn Find the missing angles stating the angle rules you have used each time
Your turn Find the missing angles stating the angle rules you have used each time
Goal Free Problems Fill in all the information you can on the diagrams.
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below:
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below. Which piece is part of the same rectangle as A? Which piece is part of the same rectangle as B? Calculate the size of angle x on piece D
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below. Which piece is part of the same rectangle as A? Discuss
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below. Which piece is part of the same rectangle as B? Discuss
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below. Calculate the size of angle x on piece D Discuss
Challenge Problem: Logan is proving that the angles in a triangle add up to 180 . He has started with this diagram: Complete his proof.
C B A D F E
Your turn Find the missing angles stating the angle rules you have used each time
Your turn Find the missing angles stating the angle rules you have used each time
Rebecca has three rectangular sheets of paper. She cuts each sheet into two pieces. She now has the six pieces, A to F, shown below.
