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Transcript of Polynomials Expanded
graph as x approaches -oo & +oo The number of times a x-intercept
(root/zero) is repeated.
Ex. y=(x-2)^4----2 has a multipicity of 4 We shall discuss graphing polynomials
and how factoring is important with
But while you wait please view this video
of a blues/hip hop beat.
Sit back and relax and maybe wear
ear plugs!!! :) :P How many numbers does it take to get
to infinity on a graph?
How do you get up and down on the
How do you get down and down on the graph? Is y=(x-5)^4 a pass through or bounce?
Is y=(x-6)^3 a pass through or bounce? multiplicity
*odd~> pass through *A continuous number that goes either up or down
*L.C is negative & H.P is Odd
By the way L.C is leading Coefficient and H.P is Highest Power.
*Pass through GRAPH THAT POLYNOMIAL
WORDS BY: JOHN A. CARTER
TUNE: "SWING LOW SWEET CHARIOT"
Refrain: Graph that polynomial.
Graph it here and right now.
Just sketch that polynomial,
Hope you don't forget just how.
The first thing you ask yourself,
"is it even or odd degree?"
In other words, do its ends do this
or do they do one of these?
The next thing you have to locate
is the y-intercept.
This point's not too hard to find,
just sub zero in x.
The next thing you have to find
are the x-intercepts.
Set each factor equal to zero,
then solve each for x.
The next thing you ask yourself,
"Are these roots evens or odds?"
Does it pass on through or 'sit bounce back from
those x-intercept dots?
The last thing you have to find
where's the max/min in here?
To answer this, you will need the Calculus.
You'll learn this next year!