(a) | (i) | has \[\upsilon >0\] and \[a<0\] throughout. |
(b) | (ii) | has \[x>0\] throughout and has a point with \[\upsilon =0\] |
(c) | (iii) | has a point with zero displacement for \[t>0\] |
(d) | (iv) | has \[\upsilon <0\] and \[a>0\] |
Answer:
For graph (a), displacement
is zero, where curve passes time axis.
Therefore, (a) ® (iii)
For
graph (b), \['x'\] has certain value at \[t=0\] and then it increases and then
decreases but always has value \[>0\]. \[\upsilon =0,\] when slope of \[x-t\]
graph is
zero.
Therefore, (b) ®(ii)
For graph (c), slope of \[x-t\]
graph is
negative. Therefore, (c) ®(iv)
For graph (d), slope of \[x-t\]
graph is
positive. Therefore, (d) ®(i)
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