Transversal Vocab 1
Transversal Vocab 2
Solve Transversal
Challenge
100
A straight line has this many degrees
What is 180°?
100
Two lines that never cross are known as these
What are parallel lines?
100
∠ 4=75°, then ∠ 5 = this many degrees
What is 75°?
100
If
\angle1 = 125
and
\angle2 = 7x-1
, Solve for x.
What is 18?
200
∠ 1 and ∠ 5
What are Corresponding Angles?
200
Complementary angles add up to this amount
What is 90°?
200
If ∠2 = 100°, ∠4= this many degrees
What is 80°
200
If
\angle3 = x+115
and
\angle6=105
, Solve for x.
What is -10?
300
∠4 and ∠3 are examples of these
Supplementary Angles
300
∠5 and ∠4 are examples of these congruent angles
What are alternate interior angles?
300
If ∠1 is 80°, ∠5 is this many degrees
What is 80°?
300
If
\angle4 = 120
and
\angle6 = 4x-12
, Solve for x.
What is 18?
400
∠2 and ∠7 are examples of these congruent angles
What are alternate exterior angles?
400
ALL the exterior angles
What are ∠ 1, ∠2, ∠ 7, and ∠ 8?
400
If ∠3=125°, then ∠6 is this many degrees
What is 125°?
400
If
\angle2 = 14x+2
and
\angle7 = 13x+9
, Solve for x.
What is 7?
500
∠8 and ∠5 are examples of these angles
What are vertical angles?
500
Two lines that cross at a right angle are known as these
What are perpendicular lines?
500
If ∠ 7= 110°, then ∠ 6 = this many degrees
What is 110°?
500
If
\angle4 = 2x+20
and
\angle8 = 3x-10
, Solve for x.
What is 30?