How to find the zeros of the cubic polynomial when only one zero has given?
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Answered by
61
make a factor of the given zero like if it is given that 3 is a zero of the polynomial then x-3 will be the factor
then divide this factor with the cubic polynomial ,the quotient will be a quadratic polynomial . just solve it by the convenient method and u will get 2 more factors
then divide this factor with the cubic polynomial ,the quotient will be a quadratic polynomial . just solve it by the convenient method and u will get 2 more factors
Answered by
9
Answer:
here is your answer mate....
Step-by-step explanation:
- when one zero is given suppose 1 make it a factor of p(X) i.e x-1 is a factor of p (X) .
- then divide the p(X) by x-1
- q(X) is the quadratic equation.
- solve the quadratic equation i.e q(X).
- by middle splitting term or by quadratic formula.
- then 2 zeros are come they are the other two zeros of cubic polynomial include 1 also.
hope it helps you....
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