
Properties
Presentation
•
Mathematics
•
6th - 9th Grade
•
Easy
Michelle Wallick
Used 4+ times
FREE Resource
17 Slides • 11 Questions
1
Properties
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3
Today we are going to learn about 3 properties:
Reflexive
Symmetric
Transitive
4
What does the Reflexive Property Say?
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Reflexive Property
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Reflexive Property
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Multiple Select
Which of the following statements gives an example of the reflexive property?
a = b = c
b = b
If a=a, then b=b
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Symmetric Property
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Symmetric Property
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The Symmetric Property
Allows you to
flip
what is on one side of the "=" with what is on the other side.
If a = b then b = a
In numbers, that would look like:
if 2 + 1 = 3, then 3 = 2 + 1
13
Multiple Choice
Which Property is shown by:
If ab = xy, then xy = ab?
Reflexive
Symmetric
None
14
Multiple Choice
Which Property is shown by:
If 5 = 10/2, then 10/2 = 5
Reflexive
Symmetric
None
15
Multiple Choice
Which Property is shown by:
xy = xy
Reflexive
Symmetric
None
16
Multiple Choice
Which Property is shown by:
If s = t, then t = v
Reflexive
Symmetric
None
17
Multiple Choice
Which Property is shown by:
q = q
Reflexive
Symmetric
None
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Transitive Property
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The transitive property
IN COLORS
IF O = O
AND.......... O = O
THEN O ==== O
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Transitive Property
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Multiple Choice
Which properties, if any, are shown by these statements?
xy = xy
reflexive
symmetric
transitive
none
24
Multiple Choice
Which properties, if any, are shown by these statements?
If x = y, and y = z, then x = z
reflexive
symmetric
transitive
none
25
Multiple Choice
Which properties, if any, are shown by these statements?
If a = b, and b = c, then b = d
reflexive
symmetric
transitive
none
26
Multiple Choice
Which properties, if any, are shown by these statements?
If xy = 7, then 7 - xy
reflexive
symmetric
transitive
none
27
Multiple Choice
Which properties, if any, are shown by these statements?
If 4 = 8/2, and 8/2 = 10-6, then 4 = 10-6
reflexive
symmetric
transitive
none
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Good Job!
Properties
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