Zero of the zero polynomial is

Options

A. `0`
B. `1`
C. any real number
D. not defined

Explanation

**Step-by-Step Solution:**

1. **Understanding Zero Polynomial:**
- The zero polynomial is defined as a polynomial where all coefficients are zero. It can be represented as \( P(x) = 0 \).

2. **Definition of Zeros of a Polynomial:**
- The zeros of a polynomial are the values of \( x \) that make the polynomial equal to zero. In other words, if \( P(x) = 0 \), then \( x \) is a zero of the polynomial.

3. **Analyzing the Zero Polynomial:**
- For the zero polynomial \( P(x) = 0 \), there are no specific values of \( x \) that will make this polynomial equal to zero, as it is always zero regardless of the value of \( x \).

4. **Conclusion about Zeros of the Zero Polynomial:**
- Since the zero polynomial is always equal to zero, every real number can be considered a zero of the zero polynomial. Therefore, the zeros of the zero polynomial are all real numbers.

**Final Answer:**
The zeros of the zero polynomial are all real numbers.

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