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The following graph shows a seventh-degree polynomial:
Part 1: List the polynomial’s zeroes with possible multiplicities. Part 2: Write a possible factored form of the seventh degree function.
I know the zeroes are x- intercepts. But you can only count 4. Does that mean there are complex roots? (x +5) (x + 1) (x - 4) (x - 7) what are the other 3 roots?
@ganeshie8 @campbell_st
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when a root has an EVEN multiplicity the graph only TOUCHES the x-axis and makes a U-turn when a root has an ODD multiplicity the graph touches and passes through|dw:1408227185897:dw|
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