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odd highest degree + leading coefficient =
inc graph opp side
odd degree, -
dec graph opp side
even degree, +
both arrows point up
even degree, -
both arrows point down
number of curves (turns) in the graph = what number of degree
degree is one higher
odd multiplicity = on graph?
thru x-axis
even multiplicity = on graph?
bounce off x-axis
trying to find polynmial fxn from roots: one of roots is a fraction? ex: -1/2
denom turns into ceofficient of x - numerator (2x+1)
when to use long division
when coefficient of divisor (what u are dividing with) is nonlinear
when to use synthetic division
when coefficient of divisor is linear
4x^4 finding root with synthetic division how many total roots would it have
total number of roots is based on highest degree
remainder chart
i =1
-1 = 2
-i = 3
1 = 0
i^1, i², i³
use remainder chart
when using conjugate shortcut
ignore the i and just square coefficients