Catégories : Tous - identity

par Jose Valadez Il y a 9 années

103

Properties

The text elaborates on fundamental mathematical properties that govern arithmetic operations. The distributive property explains how a single term is multiplied by terms inside parentheses, following the rule A(

Properties

Properties

identity property

addition
you can add zero to any number and it stays the same. ex. 0+5 = 5
Ones Property
Anything multiplied by one is equal to that number being multiplied. Ex. 1x2=2
zero property
anything multiplied by zero equals zero

Commutative Property

the rule for this is ( a + b = b + a ) or in cases such as multiplication is ( a x b = b x a )
Comes from the word "commute" or "move around"

Distributive property

The rule for this is A(B+C)= AxB+AxC
This property is to multiply a single term and two or more terms inside a set of parentheses

Associative property

The rule for this is A+(B+C)=(A+B)+C or for multiplication it is A(BxC)=(AxB)C
states that you can add or multiply regardless of how the numbers are grouped. By 'grouped' we mean 'how you use parenthesis'.