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Byju's Answer
Standard IX
Physics
Frequency
If P.E. of a ...
Question
If P.E. of a system is given by relation U=A/x^2-B/X where a and B are positive constant then the mean position of oscillation is
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Q.
The potential energy of a conservative system is given by
U
=
A
x
2
−
B
x
, where
x
represents the position of the particle.
A
and
B
are positive constants. Then
Q.
The potential energy of an oscillating system is given by
U
=
a
−
b
x
+
c
x
2
where
a
,
b
,
c
are constants and
x
is the displacement. What is the force constant of the system for small oscillations?
Q.
The potential energy of a conservative system is given by
U
=
A
x
2
−
B
x
, where
x
represents the position of the particle.
A
and
B
are constants. Then
Q.
A particle of mass
m
is moving in a field where the potential energy is given by
U
(
x
)
=
U
0
(
1
−
cos
a
x
)
, where
U
0
and
a
are positive constants and
x
is the displacement from mean position. Then (for small oscillations):
Q.
A particle is executing
S
H
M
and its velocity
v
is related to its position
(
x
)
as
y
2
+
a
x
2
=
b
, where a and b are positive constants. The frequency of oscillation of particle is
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