plz solve thisssssss
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m = 5 kg. k = 500 N/m
Amplitude = A = 10.0 cm = 0.100 m
F = = m d²x/dt² = - k x
Acceleration = a = d²x/dt² = - (k/m) * x = ω² x
x = A Sin (ωt)
Angular frequency = ω = √[k/m ] = 10.0 rad/sec.
Period of oscillation = T = 2π √[ m/k ] = π/5 sec.
Maximum acceleration = ω² A = 10.0² * 0.100 = 10.0 m/sec².
Maximum speed = ω A = 1 m/sec.
Amplitude = A = 10.0 cm = 0.100 m
F = = m d²x/dt² = - k x
Acceleration = a = d²x/dt² = - (k/m) * x = ω² x
x = A Sin (ωt)
Angular frequency = ω = √[k/m ] = 10.0 rad/sec.
Period of oscillation = T = 2π √[ m/k ] = π/5 sec.
Maximum acceleration = ω² A = 10.0² * 0.100 = 10.0 m/sec².
Maximum speed = ω A = 1 m/sec.
kvnmurty:
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