An object has uniformly accelerated motion . The object always slows down before the time, when its velocity becomes zero. Prove this statement graphically, when
u is negative and a is positive

Explanation

To prove the statement graphically that an object with uniformly accelerated motion slows down before its velocity becomes zero when the initial velocity (u) is negative and acceleration (a) is positive, we can follow these steps:

### Step-by-Step Solution:

1. **Set Up the Axes**:
- Draw a graph with the vertical axis (y-axis) representing velocity (v) and the horizontal axis (x-axis) representing time (t). Mark the origin where both axes meet.

2. **Mark Initial Velocity**:
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