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Byju's Answer
Standard XII
Physics
Relating Circular Motion to SHM
The velocity ...
Question
The velocity of a particle us given as v= a(alpha)x find its position at time t if at t=0 x=x^°
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Q.
The velocity of a particle is
v
=
v
0
+
c
t
+
g
t
2
. If its position is
x
=
0
at
t
=
0
, then its displacement at time
(
t
=
2
sec
)
is
Q.
A particle starts from position x=
−
x
0
at time t=0 in positive x direction according tot he give velocity-time (v-t) graph. The position (x) of particle at any time t can be represented as :
Q.
If velocity
v
of a particle as a function of position
x
is given as
v
=
(
α
−
β
x
)
where at
t
=
0
,
x
=
0
. Then,
Q.
A particle located at x = 0 time t =0 starts moving along positive x-direction with a velocity v that varies as
v
=
α
√
x
displacement of particle at time t.
Q.
For particle moving along
x
−
a
x
i
s
, velocity is given as a function of time as
v
=
2
t
2
+
sin
t
. At
t
=
0
, particle is at origin, if the position as a function of time is
2
t
3
m
−
cos
t
, then find
m
.
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