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27 Cards in this Set
- Front
- Back
slope intercept form
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y=mx+b
m=slope b=y-intercept |
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standard form
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Ax+By=C
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point slope form
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y1-y2=m(x1-x2)
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collinear
noncolinear |
when 3+ points r on same line
when 3+ points not on same line |
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area of a rectangle
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A=L*W
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perimeter of rectangle
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P=2(L*W)
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postulate 1.1-----
ruler postulate |
points on a line can be paired with real #s
Ex. a # line |
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postulate 1.2-----
segment addition postulate(sap) |
if Q is b-tween P and R, then PQ+QR=PR
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*pythagoreon theorem
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A+B=C
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midpoint formula
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m=
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adjacent angles
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angles next to eachother
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verticle angles
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angles opposite eachother
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postulate 1.4-----
angle addition postulate(app) |
if R is in the interior of angle PQS, then measure of angle PQR + the measure of angle RQS= measure of angle PQS
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postulate 2.1-----2pt. pos.
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through any 2 points there is exactly 1 line
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postulate 2.2-----3pt. pos
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through any 3 points there is exactly 1 plane
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postulate 2.3
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a line conains at least 2 points
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postulate 2.4
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a plane contains at least 3 nonlinear pts.
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postulate 2.5----- 2pt. plane pos
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if 2 pts. lies in a plane the entire line formed by those 2 pts. lies in the plane
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postulate 2.6-----
2 planes pos |
if 2 planes intersect then there intersection is a line
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law of detachment
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if p→q is true and p is true then, q is true
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law of syllogism
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if p→q is true and q→r is true then, p→r is true
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transitive property
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if x=y and y=z then, x=z
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reflexive
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PQ=PQ
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symmetric
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if AB=CD then, CD=AB
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transitive
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if GH=JK and JK=LM then, GH+LM
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classifying △s by pythagorean thrm.
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a + b = c right
a + b < c obtuse a + b > c acute |
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distance formula
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d=
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