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PRESENTATION OUTLINE
1.
8.2.3.2
BY ANNIKA AND LUCY
2.
PROPERTIES!
Communitive
Assosciative
Distributive
Identity
Zero product property
Inverse
Equality properties
Substitution
3.
COMMUNITIVE
What is Communitive Property?
It works like a+b =b+a
Or a*b =b*a
It doesn’t work for subtraction or division
3+8=8+3
It practically says that two numbers can be added/multiplied in any order
4.
ASSOCIATIVE
What is the associative property?
It works like [6*8]5 = 6[8*5]
Or [6+8]+5 = 6+[8+5]
With multiplication or division the parenthesis can be moved and you will get the same answer
5.
DISTRIBUTIVE
What is the distributive property?
It works like 5[8+a] = 40+5a
You just multiply the number outside the parenthesis to the ones on the inside
6.
IDENTITY
It works like C*1=C
Or E+0=E
It practically just lets the number keep its same value
7.
ZERO PRODUCT PROPERTY
What is the zero product property ?
It works like 5*0=0
You just multiply a number by 0 so the answer is then 0
8.
INVERSE
What is the inverse property?
Addition: 5+-5=0
Multiplication: 5*1/5=1
It just brings a value down to 0[addition] or 1[multiplication]
9.
EQUALITY PROPERTIES
What are the equality properties?
Addition: 5+5=10
Subtraction: 10-5=5
Division: 10/5=2
Multiplication: 5*2=10
This just means that both sides are equal
To find a missing part of the equation you would use the opposite property to find it
10.
SUBSTITUTION PROPERTY
What is the substitution property?
You substitute a number with a letter
Like 5+a=10 when a=5
11.
That’s all Folks
Lucy Trowbridge
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