Reading...
Play button
Play button
Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
23 Cards in this Set
- Front
- Back
|
Multiplicative Inverses Axiom
|
y times 1/y = 1
|
|
|
Associative Axiom for Multiplication
|
(xy)z = x(yz)
|
|
|
Additive Identity Axiom
|
x + 0 = x
|
|
|
Additive Inverses Axiom
|
x+(-x)=0
|
|
|
Commutative Axiom for Addition
|
x+y=y+x
|
|
|
Common Factor
|
c is a _______ of each term in that expression
ex: 2x and 4x x is common factor in 2x and 2y 2 is common factor |
|
|
Distributive Axiom for Multiplication over Addition
|
x(y+z)=xy+xz
|
|
|
Numerical Coefficient
|
the constant of a term that is multiplied by a variable
ex. the 5 in 5xy |
|
|
Transitive Axiom of equality
|
if x=y and y=z then x=z
|
|
|
Property
|
a factor true concerning that system
|
|
|
Symmetric Axiom of equality
|
if x=y then y=x
|
|
|
Multiplication over subtraction property
|
x(y-z)=xy-xz
|
|
|
Commutative Axiom for Multiplication
|
xy=yx
|
|
|
Mulitplicative Property of Equality
|
if x=y then xz=yz
|
|
|
Associative Axiom for Addition
|
(x+y)+z=x+(y+z)
|
|
|
Distributive Axiom
|
x(y+z)=xy+xz
|
|
|
Multiplicative Identity Axiom
|
x times 1=x
|
|
|
Like terms
|
terms with the same variable raised to the same power
|
|
|
Property of Zero
|
0x=0
|
|
|
Mulitplication Property of -1
|
-1 times x = -x
|
|
|
Reflexive Axiom of Equality
|
x=x
|
|
|
Additive Property of equality
|
if x=y then x+z=y+z
|
|
|
Axiom
|
property forming the basis of a mathematical system assumed to be true without proof
|
