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Sharon was looking at equations of odd-degree polynomials, and at the end behavior of each graph. She noticed that if the polynomial had a positive leading coefficient the graph rose on the right, and if the leading coefficient was negative the graph fell on the right. What reasoning did Olivia use?
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What are the different possible reasonings for this problem?
algebraic,counterexample, inductive,deductive. my bad
I would imagine this would be inductive reasoning. She looks at a few specific graphs, and generalized it to all odd polynomials.
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