Anonymous posted an Question
September 07, 2020 • 20:59 pm 30 points
  • CSIR NET
  • Mathematical Sciences

A polynomial of odd degree with real coefficients must have (a) at least one real root b) no real root only real roots (c) (d) at least one root which is not re

A polynomial of odd degree with real coefficients must have (a) at least one real root b) no real root only real roots (c) (d) at least one root which is not real

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    Deepak singh 1 Best Answer

    see attached

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    since complex roots come in pair , and degree is odd implies there exist at least one real root

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