Quadratic Binomial h m^(a/b) substitution m^(a- b) m^(ab) an=a(n- 1)+d an=ra(n- 1) infinite solutions ax+by=c y- y1=m(x- x1) a(n- 1) no solutions cubic trinomial y=mx+b y=ab^x elimination an=a1+ (n-1)d x= -b /(2a) graphing y=a|x- h|+k 5th degree polynomial m^(a+b) linear monomial y=ax^2+bx+c an=a1r^(n- 1) k 1/(m^a) one solution a Quadratic Binomial h m^(a/b) substitution m^(a- b) m^(ab) an=a(n- 1)+d an=ra(n- 1) infinite solutions ax+by=c y- y1=m(x- x1) a(n- 1) no solutions cubic trinomial y=mx+b y=ab^x elimination an=a1+ (n-1)d x= -b /(2a) graphing y=a|x- h|+k 5th degree polynomial m^(a+b) linear monomial y=ax^2+bx+c an=a1r^(n- 1) k 1/(m^a) one solution a
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M-Quadratic
Binomial
N-h
I-m^(a/b)
M-substitution
G-m^(a-b)
M-m^(ab)
I-an=a(n-1)+d
O-an=ra(n-1)
M-infinite solutions
M-ax+by=c
O-y-y1=m(x-x1)
I-a(n-1)
O-no solutions
N-cubic trinomial
I-y=mx+b
O-y=ab^x
I-elimination
G-an=a1+(n-1)d
G-x= -b /(2a)
N-graphing
G-y=a|x-h|+k
N-5th degree polynomial
O-m^(a+b)
M-linear monomial
M-y=ax^2+bx+c
N-an=a1r^(n-1)
I-k
G-1/(m^a)
G-one solution
O-a