how to find zeroes of quadratic polynomial in one variable in zero is not given
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simple example of a quadratic polynomial with no real zeroes is x^2 + 1 which has roots \pm i where i represents \sqrt{-1}. An example of a polynomial with one real root is x^2 which has only 0 as a root. ... When it is zero there is one real root and when it is positive there are two real roots.
simple example of a quadratic polynomial with no real zeroes is x^2 + 1 which has roots \pm i where i represents \sqrt{-1}. An example of a polynomial with one real root is x^2 which has only 0 as a root. ... When it is zero there is one real root and when it is positive there are two real roots.
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