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Note: Its a THEORY on DERIVATION 'velocity time'
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\[\huge v=u+at \] Let a body have an Initial Velocity\[ 'u' \] and uniform acceleration \['a' .\] At any time \['t' \quad if \quad 'v'\] is the velocity. \[Accelaration=\frac { Change\quad \in \quad Velocity }{ time\quad taken } \] \[=\frac { v-u }{ t } \] \[\therefore \quad v=u+at \]
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