Understanding the Concept:
\[
a = \frac{dv}{dt}
\Rightarrow v = \int a \, dt
\]
Step 1: Analyze acceleration graph.
Acceleration increases linearly with time, then becomes zero.
Step 2: Effect on velocity.
• Increasing acceleration $\Rightarrow$ velocity curve is concave upward (curved increase)
• Constant zero acceleration $\Rightarrow$ velocity becomes constant (horizontal line)
Step 3: Match with options.
Only option (C) shows:
• Initially curved increase
• Then constant velocity
Final Answer:
\[
{(C)}
\]