Answer:
Given \[x\propto {{t}^{2}}\] or \[x=c{{t}^{2}},\] where \[c\] is a constant Velocity, \[\upsilon =\frac{dx}{dt}=c\times 2t\] Acceleration, \[a=\frac{d\upsilon }{dt}=2c=a\] constant Hence the object is moving with uniform acceleration.
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