The number of zeroes, the polynomial p(x) = (x – 2)² + 4 can have, is

Question

MCQ (Single)Maximum Number of Zeroes of a Polynomial

Loading...

Similar Questions

Assertion (A) : If the graph of a polynomial touches x-axis at only one point, then the polynomial cannot be a quadratic polynomial. Reason (R) : A polynomial of degree n(n >1) can have at most n zeroes.

Assertion-ReasonZeroes of a Polynomial as X-Intercepts of GraphMaximum Number of Zeroes of a Polynomial

Which of the following statements is true for a polynomial p(x) of degree 3?

MCQ (Single)

Maximum Number of Zeroes of a Polynomial

Assertion (A) : Every quadratic equation has two real roots. Reason (R) : A quadratic polynomial can have at most two zeroes.

Assertion-ReasonMaximum Number of Zeroes of a PolynomialNature of Roots Based on Discriminant

In the given graph, the polynomial p(x) is shown. Number of zeroes of p(x) is

MCQ (Single)Zeroes of a Polynomial as X-Intercepts of GraphMaximum Number of Zeroes of a Polynomial

Assertion(A): x² + 4x + 5 has two real zeroes. Reason(R): A quadratic polynomial can have at the most two zeroes.

Assertion-ReasonMaximum Number of Zeroes of a Polynomial

Assertion(A): x³ + x has only one real zero. Reason(R): A polynomial of nth degree must have n real zeroes.

Assertion-ReasonMaximum Number of Zeroes of a Polynomial