| Term | Definition |
|
associative property of multiplication |
(ab)c=a(bc) |
|
additive inverse |
a+(-a)=0 |
|
multiplacative property of zero |
a*0=0 |
|
how to find the zeros, roots, or solutions of a function |
substitute 0 in for y or f(x) |
|
associative property of addition |
(a+b)+c=a+(b+c) |
|
distributive property |
a(b+c)=ab+ac |
|
multiplicative inverse |
a(1/a)=1 |
|
zero product property |
if ab=0 , then a=0 or b=0 or both a and b equal zero |
|
additive identity |
a+0=a |
|
substitution property |
if a=b, then a can be replaced by b |
|
symmetric property |
if a=b, then b=a |
|
commutative property of addition |
a+b=b+a |
|
multiplicative identity |
a*1=a |
|
reflexive property |
a=a |
|
transitive |
if a=b and b=c, then a=c |
|
commutative property of multiplication |
ab=ba |
|
slope |
(y₂-y₁)/(x₂-x₁) |
|
range |
all the possible y values |
|
constant of variation |
k in a direct variation equation (slope) |
|
point slope form |
y-y₁=m(x-x₁) |
|
domain |
all the possible x values |
|
direct variation |
y=kx |
|
slope-intercept form |
y=mx+b |
|
standard form |
Ax+By=C, where A, B and C are integers. A is positive integer. A, B and C have no GCF other than 1. A and B can't both be zero |
| Add or remove terms from this set |