the position of a particle at time t is given by the relation x(t) jv0/A(1_e^_At), where v0 is constant and A>0. the dimensions ofv0 And A are respectively
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Explanation:
x(t)=(
α
V
0
)(1−C
−αt
)
V
0
is constant and α>0
Since, C is constant so αt should be unitless
So unit α=sec
−1
=[T
−1
]
x is length, x is in metre.
V
0
=xα
V
0
=Msec
−1
V
0
=[LT
−1
]
α=[T
−1
]
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