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The velocity-time graph for a particle moving along a straight line is given in each situation of column I. In the time interval \( vt0 \), match the graph in column I with corresponding statements in column II.
\begin{tabular}{|l|l|}
\hline Column I & \multicolumn{1}{c|}{ Column II } \\
\hline Speed of particle is continuously decreasing \\
\hline iv & b. Magnitude of \\
\hline acceleration of particle is decreasing with time. \\
\hline iii. & Direction of acceleration of particle does not change. \\
\hline Magnitude of acceleration of particle does not change. \\
\hline e. Particle will never come back to its initial position. \\
\hline
\end{tabular}
(1) i \( \rightarrow \) b,d; ii \( \rightarrow \) a,d; iii \( \rightarrow \) a,b,c,e; iv \( \rightarrow \) a,b,c,e
(2) i \( \rightarrow \) c,d; ii \( \rightarrow \) c,d; iii \( \rightarrow \) a,b,c,e; iv \( \rightarrow \) a,b,c,e
(3) i \( \rightarrow \) a,b; ii \( \rightarrow \) c,e; iii \( \rightarrow \) a,b,c,e; iv \( \rightarrow \) a,b,c
(4) i \( \rightarrow \) b,d; ii \( \rightarrow \) a,c; iii \( \rightarrow \) a,b,c; iv \( \rightarrow \) a,b,c,e
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