THE PROPERTIES OF MATH

PROPERTIES

• Commutative
• Associative
• Distributive
• Identity
• Zero

Commutative Property
This means that if you change the numbers around or change their position,it will still have the same value.However,this only apply to addition and multiplication.

Associative Property
This is the property that if you change the grouping of the numbers,it will still have the same value.However,the order of the number don't change.Like the commutative property,this only apply to addition and multiplication.

Distributive Property
This property is when you distribute the number outside of the parentheses to the ones inside the parentheses.This simplifies the equation,unlike the first two,it applies to all the operations.

Identity Property
This property is when you multiply one to any number.The number stays the same or it's identity doesn't change.

Zero Property
This is the property that anything times zero equals zero.

EXAMPLES

• 2+(3+5)=(2+3)+5
• 2•3=3•2
• 3(4/2)
• 3(4 • 5)

EXAMPLES:PART TWO✌️

• 89 x 1=89
• 0•9=0
• 34+0=34

Bonus:Additive Inverse Property
This the property that when you add a number to its opposite number it will equal zero.For example,9+(-9)=0.

Multiplicative Inverse Property
This is the property when any non zero“a" multiplied by 1/a is 1.Also,if you multiply the number by its reciprocal.

THE END