Parallel Lines
Coordinate Geo.
Conclusions from Givens
Quads.
Trig.
100
Solve for x
x = 54
100
How will the slopes of two perpendicular lines be related?
They are negative reciprocals
100
AB bisects CD at point E.
CE congruent to ED
100
The parallelogram that has congruent diagonals but not perpendicular diagonals.
What is a rectangle
100
The law of cosines formula
c2 = a2 + b2 - 2abcos(C)
200
Solve for x
x = -10
200
Simplify radical 448 completely.
8*sqrt(7)
200
<1 congruent to <3 or <2 congruent to <4
200
The length of the diagonal of a square whose side length is 8.
What is 8sqrt(2)
200
Find BC to nearest tenth.
What is 5.0
300
Find x
x = -10
300
Find the slope between (4, 8) and (-6, -10)
9/5 or 1.8
300
AB is perpendicular to BC
<ABC is a right angle
300
The length of the diagonal of a rectangle whose length and width are 8 and 15
What is 17
300
Find the angle to nearest degree.
What is 42 degrees
400
Name the type of angles represented by <2 and <6
Corresponding angles
400
Find the midpoint between (5, 8) and (-4, 10)
(0.5, 9)
400
You proved two triangles congruent. Now you want to prove that two of their angles are congruent. What's the reason?
Corresponding parts of congruent triangles are congruent.
400
What would you have to show for a coordinate proof that a given quadrilateral is a square?
That there are 4 congruent sides (distances) and 1 right angle (slopes)
400
Solve for AB to nearest tenth:
What is 11.3
500
What must be true about <1 and <6
They must sum to 180.
500
Find the distance between (2, -3) and (-4, 7). You don't need to simplify.
What is rad(136)
500
AB + CD is congruent to CD + EF
Equality of addition
500
The five methods of proving a parallelogram.
1. 2 pairs opp. sides congruent
2. 2 pairs opp. sides parallel
3. 2 pairs opp. angles congruent.
4. 1 pair of opp. sides is congruent and parallel.
5. Diagonals bisect each other
500
Solve for the angle to the nearest tenth.
What is 65.5 degrees