The potential energy of a particle moving along x-axis is given by U = 20 +5 sin (4πx), where
U is in J and x is in metre under the action of conservative forcer
(A) if total mechanical energy is 20 J. then at x = 7/8 m. particle is at equilibrium
(B) if total mechanical energy is 20 J. then at x = 7/8 m. particle
is not at equilibrium
(C) if total mechanical energy is 20 J. then at x = 3/8 m, particle is at equilibrium
(D) if total mechanical energy is 20 J. then at x = 3/8 m. particle is not a equilibrium
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Answer:
given = U = 20 +5 sin (4πx),
to find = X
solution =
U = 20 +5 sin (4πx) = -1
Kmax = E - Umin
Umin = 20 - 15
Umin = 5 J
4πX = 3/2 π, 7/2π
X = 3/8 , 7/8
from above solution we can conclude that the statement A and C is correct.
(A) if total mechanical energy is 20 J. then at x = 7/8 m. particle is at equilibrium
C) if total mechanical energy is 20 J. then at x = 3/8 m, particle is at equilibrium
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