This is what collinear means.
What is points on the same line?
The first reason on any algebra proof is this ____.
Given
Point a is in between point C and point B. Point C and point B are collinear. Therefore CA + AB = AC. This is an example of which postulate?
What is segment addition postulate
The following is an example of the ______ property.
m<1 = 150 degrees.
m<1 + m<2 = 180 degrees
150 + m<2 = 180 degrees
What is substitution?
All students love geometry
Supplementary Angles add to _______°
180°
Two lines intersect in one __________
Point
Give an example of the subtraction property.
x + 8 = 58
x = 50
Give an example of the segment addition postulate, with a drawing. (Use the points A, B, and C).
AB + BC = AC
Explain how the angle bisector theorem is different then the angle addition postulate.
With the angle bisector theorem the angle is split into two equal pieces.
What is the hypothesis of the statement...
If the students study, then they will get a good grade on the next test.
If the students study.
The point that divides a segment into two congruent segments.
Midpoint
A 98 degree angle can be classified as this type of angle.
What is obtuse?
This would be an example of the which property?
If /_A+/_B=180° and /_B+/_C=180°
then
/_A=/_C
Transitive
True/False. Definition of congruence is only used with segment proofs.
False.
Give an example of a property that is used just with angles.
Angle Addition Postulate
Angle Bisector
Supplementary Angles
Complementary Angles
What is the conclusion in the statement...
If you live in Saint Joseph, then you live in Missouri
You live in Missouri
A pair of opposite angles made by two intersecting lines that are congruent.
Vertical angles
What is the midpoint formula?
(x1 + x2)/(2),(y1 + y2)/(2)
What is the last reason for the following algebra proof?
What is the division property of equality?
This reason justifies statement 2 in the following proof.
What is the definition of midpoint?
Which theorem tells us that
If
/_1 and /_2 are supplements
and /_2 and /_3
are supplements.
Then
/_1 cong/_3
Congruent supplements theorem
What is the contrapositive of the following statement
If the number is prime, then it is odd
If the number is not odd (even), then the number is not prime.
Two angles that are next to one another, have a common side, a common vertex, and don't overlap.
Adjacent Angles
Find the distance between these two points:
(-7,-4) and (-11,-8)
sqrt(32) or 5.7
What is a logical 2nd statement (assuming the first is a given):
x + y = w + v
What would be the last reason in the following proof?
Definition of segment congruence
Give statement #6
What is m<1 + m<5 = 180?
The statement that you use to connect a conditional with its converse to make a biconditional.
If and only if
A statement that needs to be proven before we can use it.
We prove these with definitions, postulates, and properties.
Theorems