Choose the wrong statement from the following.

Options

A. Zero velocity of a particle does not necessarily mean that its acceleration is zero.
B. Zero acceleration of a particle does not necessarily mean that its velocity is zero.
C. If speed of a particle is constant, its acceleration must be zero.
D. constant speed does not imply that acceleration is zero.

Explanation

To solve the question of identifying the wrong statement among the given options, we will analyze each statement one by one.

### Step-by-Step Solution:

1. **Statement 1:** "Zero velocity of a particle does not necessarily mean that its acceleration is zero."
- **Analysis:** This statement is true. A particle can have zero velocity (e.g., at the peak of its motion) while still experiencing acceleration (e.g., due to gravity). Therefore, this statement is correct.

2. **Statement 2:** "Zero acceleration of a particle does not necessarily mean that its velocity is zero."
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