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Standard XII
Physics
Instantaneous Axis of Rotation
a particle mo...
Question
a particle moves along the curve given by x=t ,y=(t^2)/2 (when time=t). find the magnitude of centripetal acceleration when t=1
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Q.
A particle moves along the curve given by
x
=
t
,
y
=
t
2
2
a
n
d
z
=
t
3
3
,
where
x
,
y
,
z
,
t
are in SI units. The magnitude of the tangential acceleration, when
t
=
1
s
is
Q.
A particle moves along the curve given by
x
=
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y
=
t
2
2
a
n
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=
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,
where
x
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y
,
z
,
t
are in SI units. The magnitude of the tangential acceleration, when
t
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Q.
A particle moves along a curve so that its coordinates at time
t
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x
=
t
,
y
=
1
2
t
2
,
z
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t
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acceleration at
t
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is
Q.
The velocity of a particle moving along the positive
x
-axis is given by
v
(
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t
. What is the magnitude of maximum acceleration and also find the time when it is attained?
Q.
A particle moves along a curve whose parametric equations are:
x
=
t
3
+
2
t
,
y
=
−
3
e
−
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t
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n
d
z
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s
i
n
(
5
t
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i
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c
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is
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