Answer:
The position of the object moving with a uniform velocity \[\upsilon \] and time t is given by \[x={{x}_{0}}+\upsilon t\] (i) If \[{{x}_{0}}=+\text{ve}\] and \[\upsilon \text{ }=+\text{ ve,}\], position-time graph will be as shown in Fig. (a). (b) If \[{{x}_{0}}=\text{ }+\text{ ve}\] and \[\upsilon =-ve\] the position-time graph will be as shown in Fig. (b). (c) If \[{{x}_{}}_{0}=-ve\] and \[~\upsilon =\text{ }+\text{ ve},\] the position-time graph will be as shown in Fig. (c). (d) If both \[{{x}_{0}}\]and \[\upsilon \] are negative, the position-time graph will be as shown in Fig. (d).
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