Mathematics, 26.02.2021 23:00 tray9629

How can what we know about the far right and left of the graph of an odd degree polynomial be used to show that any polynomial of odd
degree has at least one root?

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How can what we know about the far right and left of the graph of an odd degree polynomial be used...

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How can what we know about the far right and left of the graph of an odd degree polynomial be used to show that any polynomial of odd degree has at least one root?

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Another question on Mathematics

How can what we know about the far right and left of the graph of an odd degree polynomial be used to show that any polynomial of odd
degree has at least one root?