28 мая 2020 г. · Normally, the answer is “no”. If you allow a degenerate cubic which is identically zero, then yes, but this is usually prohibited by definition. What is the minimum number of zeroes a cubic polynomial can ... What is an example of a cubic function which has only one real ... Другие результаты с сайта www.quora.com

No it is not possible for a cubic polynomial function to have no real zeros. Let's examine the end behavior of the graph.

4 мая 2023 г. · Zeros of a cubic polynomial are defined as the point at which the polynomial becomes zero. Cubic polynomial can have 3 zeros such as α, β, and

20 сент. 2023 г. · Expert-Verified Answer · Final answer: False, cubic polynomials can have complex zeros, but they always have at least one real zero. · Explanation ...

We have a cubic polynomial, it is of degree 3. Hence, there are 3 zeros in a cubic polynomial. Note: Always remember that answers may differ if the number of ...

13 янв. 2006 г. · You can have a cubic equation with no real roots, but it must have complex coefficients. For example, P(z) = (z - i)(z + i)(z - 2i) clearly has no real roots

The correct option is A Yes iii) A quadratic polynomial can have a maximum of two zeroes. iv) A cubic polynomial can have a maximum of three zeroes.

23 дек. 2019 г. · Answer: No it is not possible for a cubic polynomial function to have no real zeros. Let's examine the end behavior of the graph.

The correct option is C has one and only one zero always. A standard linear polynomial is given by p(x)=ax+b,a≠0. To find zero of p(x), we consider p(x)=0 ⇒ax+b ...