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Standard IX
Physics
Conditions for Equation of Motion
A particle mo...
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A particle moves xerox in time to according to equationx=1(t+5) the acceleration of particle is proportionamed to
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Q.
A particle moves a distance
x
in time
t
according to equation
x
=
(
t
+
5
)
−
1
. The acceleration of particle is proportional to:
Q.
The position of a particle varies according to expression
x
=
t
(
t
−
1
)
(
t
−
2
)
, velocity of the particle is zero at times.
Q.
A particle moves according to the equation
x
=
α
t
3
+
β
t
2
. Find instantaneous acceleration at any time
t
Q.
A particle moves according to figure. Its KE vs time graph is
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A particle moves according to the equation
t
=
√
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. When the particle comes to rest for the first time ?
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