How to find zeros of cubic polynomial?

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A cubic polynomial is of the form ax3+bx2+cx+dIf α,β,γ are the zeros of cubic the polynomial then it satisfy the following condition  α  +  β  +  γ  =  -      b    a    α  β  +  β  γ  +  α  γ  =      c    a    α  β  γ  =  -      d    a   Get the zeros of the cubic polynomial when solve.The point at which a polynomial becomes 0 is known as the zeros of the polynomial. The largest power of the variable x is referred to as a polynomial&#039;s degree. Unavoidably, a cubic polynomial will include at least one real zero. Possible situations for a cubic polynomial&#039;s zeros include the following. The three zeros might all be distinct and genuine. Two of the three might be equal and all three could be actual. Zeros could all be equal and genuine. One zero might be genuine, but the other two are complicated.

How to find zeros of cubic polynomial?

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