Lines
Lines with the same slope
What are parallel lines?
Angles with a sum of 180 degrees
What are supplementary angles?
I have a theorem relating the legs of a triangle to the hypotenuse.
Who is Pythagoras?
My name makes you think I'm straight up and down.
What is the vertical angles theorem?
I come first in a proof.
What is the given statement?
This line cuts across parallel lines.
What is a transversal?
These angles are exactly the same.
What are congruent angles?
My theorem applies to these triangles.
What are right triangles?
The corresponding angles postulate says that pairs of corresponding angles are ______.
What is equal?
A = A is and example of this property.
What is the reflexive property?
This measures how steep or flat a line is.
What is the slope?
If you add these, you always get 90.
What are complementary angles?
This right triangle side is always the longest and always across from the right angle.
What is the hypotenuse?
This theorem is for angles that are between parallel lines and equal to each other.
What are alternate interior angles?
You can add equals to equals in a proof.
What is the addition property of equality?
These lines don't cross because they can't get on the same plane.
What are skew lines?
These angles lie between parallel lines and on opposite sides of a transversal.
What are alternate interior angles?
If my legs are 3 and 4, the other side is always this.
What is 5?
Proving lines are parallel is best done with a _____ theorem.
What is a converse?
This property lets you put something in place of its equal.
What is substitution?
These lines cross forming equal angles.
What are perpendicular lines?
If you add these angles together, you can straighten things out.
What is a linear pair?
All the sides are _______ in my theorem.
What is squared?
These angles formed by cutting parallel lines with a transversal sum to 180, but they aren't a linear pair.
What are consecutive interior angles?
This property makes equality go from one equal to another to another etc. etc.