The zero of the zero polynomial is

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(B) zero polynomial is a polynomial of the form $p(x) = 0$. By definition,a zero of a polynomial $p(x)$ is a value $c$ such that $p(c) = 0$. Since $p(

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Any real number

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(B) zero polynomial is a polynomial of the form $p(x) = 0$. By definition,a zero of a polynomial $p(x)$ is a value $c$ such that $p(c) = 0$. Since $p(x) = 0$ for all real values of $x$,every real number is a zero of the zero polynomial. However,the degree of the zero polynomial is not defined. In the context of standard mathematical definitions,the zeros of the zero polynomial are all real numbers. Therefore,option $(B)$ is the correct answer.

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