Point, Ray, Line and Angles
Logic statement
Counterexamples
Name the angle
Parallel and Perpendicular
100
Name a point that is collinear with points A and D.
B
100
Describe a pattern in the sequence 1, 0, -2, -5, -9 ... and name the next number.
Subtract 2, then 3, then 4 and so on; -14
100
If two angles are supplementary, then they are linear pairs.
two separate angles can still be supplementary but do not share a side.
100
Sketch the angles and deteremine which is larger:
angleABC
angleDEF
A (-6,6), B (-2,2), C (4,2)
D (2, 5), E (2,-2), F (5,4)
angleABC
100
Two posts support a raised deck shown here.
If angle1 =35, find angle2 
145 degrees
200
Name the ray that is opposite to line GC. 
Line GB
200
State the name of the following law of deductive reasoning:
"If Sara finishes her homework, then she can go to the basketball game. Sara turns in her all her assignments, she went to the basketball game."
Law of Detachment
200
If x>3, then x>5.
x can be 4.
200
Name all 4 pairs of correspoinding angles
angle1 and angle7
angle4 and angle9
angle2 and angle4
angle5 and angle10
200
Write an equation for a line n that is perpendicular to line k and passes through points (4,0)
line k: y= -1/3 x + 4/3
y=3x - 12
300
Find the length of segment MN where M (7,-5) and N(-3,-1).
2sqrt29 or 10.8
300
I will go to the beach only if it is sunny.
Please give the ~q->~p of the above statement.
If it is not sunny, then I will not go to the beach.
300
If AB + BC = AC, then B is the midpoint of segment AC.
If AB=2, BC=6, and AC=8, then the statement is not true.
300
If line BD // line CF and
angle3=140 , then find
angle4.
40 degree
300
Use the same picture, the posts are perpendicular to the ground. If angle3 =40, how many other angles are also 40 degrees (including the oneswithout a number)
3
400
Find the value of x and y in the following segments.
3x-4 y+3 4
|---------------|------|------|
|------------40--------------|
x=12
y=1
400
Write the biconditional statement in words and decide whether it is true.
Let p be "x=0" and let q be "x+x=x"
x=0 if and only if x+x=x; true because converse is also true.
400
Find a counterexample of the following:
"If a line intersects two other lines, then all three lines are coplanar."
Consider the three lines at the corner of a room.
400
Double Jeopardy!!
Given angle6 = angle9
Proof angle3 and angle4 are supplements
BD//CE Alt Int. Angle Converse
then use consecutive interior angle theorem.
400
Use the same diagram, explain how this can be used to show that the posts are parallel to each other.
In a plane, if two lines are perpendicular to the same line, then they are parallel to each other.