If one zero of the quadratic polynomial X^2-5X-6 is 6, then find the other zero
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"X^2-5x-6 =0
= (x+1) (x-6) =0
x= -1 or x=6
Therefore the other zero is -1
Quadratic polynomial is the polynomial of degree 2. With the intense univariate quadratic polynomial forms f(x) = a_2x^2+a_1x+a_0.
Equation mainly involves the quadratic polynomial called as the quadratic equation.
When in the closed-form solution are the quadratic formula exists for the solutions of arbitrary quadratic equation.
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this is what you want
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