Triangles
Angles
Equations
Triangles and Parallel lines
100
I have one 90 degree angle.
A right triangle
100
Angles on a straight line is equal to what?
180
100
2x=180, x=_____
x=90
100
What are 4 ways to prove congruency?
SSS SAS AAS(ASA) RHS
200
I have 3 sides that are all the same length. What is the size of each angle?
60 degrees
200
Complementary angles are two angles that add to
90
200
5m+1=16. m=____
m= 3
200
Triangle ABC=Triangle EFG. What side corresponds to side CA?
side GE
300
I am an isosceles triangle. My vertex angle is 40 degrees. What is the value of each of my other 2 angles?
70 degrees
300
A right angle has 2 angles. One angle is 25 degrees. What is the other angle?
65 degrees
300
2(k+4)=12. k=____
k=2
300
An isosceles right angled triangle has what angles?
90, 45 and 45
400
I am an triangle with angles 2x, 3x and 5x. What is the value of x?
x=18
400
There are 4 equal angles on a straight line. what is the measurement of each angle?
45
400
g/4+12=15. g=____
g=12
400
2 alternate angles on a set of parallel lines are 4x-10 and 3x+10. Find the value of x.
x=20
500
The exterior angle of a triangle is 120 degrees. One of the opposite interior angles is 80 degrees and the other is 2y degrees. Find y.
y=20
500
There are 2 angles on a straight line. One of the angle is 3x+50. The other angle is 40 degrees. Find x
x=30
500
3(x+2)+4(x+5)=40
x=2
500

When I have two parallel lines with a line going through them, that line is called a.....?

Transversal