mass of 400 g shown in below figure is connected to a light spring whose force regular is 5kN/m. it's miles unfastened to oscillate on a horizontal frictionless track. If the mass is displaced 10cm from equilibrium and released from rest, locate (a) duration of movement, (b) most pace of the mass. (c) maximum acceleration of the mass, and (d) equations for displacement, speed and acceleration as characteristic of time
mass of 400 g shown in below figure is connected to a light spring whose force regular is 5kN/m. it's miles unfastened to oscillate on a horizontal frictionless track. If the mass is displaced 10cm from equilibrium and released from rest, locate (a) duration of movement, (b) most pace of the mass. (c) maximum acceleration of the mass, and (d) equations for displacement, speed and acceleration as characteristic of time
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![mass of 400 g shown in below figure is
connected to a light spring whose force
regular is 5kN/m. it's miles unfastened to
oscillate on a horizontal frictionless track. If
the mass is displaced 10cm from
equilibrium and released from rest, locate
(a) duration of movement, (b) most pace of
the mass. (c) maximum acceleration of the
mass, and (d) equations for displacement,
speed and acceleration as characteristic of
time.
hmmod bo
t = 0
A = Xo
Vo = 0
x = A cos @nt](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc418f0cd-165a-4ea5-9a24-6d9fb76e817b%2F7ba0d7b5-34a4-4a79-9ba1-aa606d4e3472%2Fe5dbk38p_processed.jpeg&w=3840&q=75)
Transcribed Image Text:mass of 400 g shown in below figure is
connected to a light spring whose force
regular is 5kN/m. it's miles unfastened to
oscillate on a horizontal frictionless track. If
the mass is displaced 10cm from
equilibrium and released from rest, locate
(a) duration of movement, (b) most pace of
the mass. (c) maximum acceleration of the
mass, and (d) equations for displacement,
speed and acceleration as characteristic of
time.
hmmod bo
t = 0
A = Xo
Vo = 0
x = A cos @nt
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