Compute the response of a spring mass system. A force of magnitude 25N, driving frequency of twice the natural frequency and initial conditions given by x(0)=0m, v(0)=03m/s. The mass of the system is 15kg and the spring stiffness is 100ON/m. A x(t)=0.037sin8.165t + 8.335x10n-3(cos 8.165t-cos16.33t) correct B. x(t)=0047sin8.165t + 8.335x10n-3(cos 8.165t- cos16.33t) OC x(t)-0037sin8.165t + 8.335x10-2(cos 8.165t- cos16.33t)
Compute the response of a spring mass system. A force of magnitude 25N, driving frequency of twice the natural frequency and initial conditions given by x(0)=0m, v(0)=03m/s. The mass of the system is 15kg and the spring stiffness is 100ON/m. A x(t)=0.037sin8.165t + 8.335x10n-3(cos 8.165t-cos16.33t) correct B. x(t)=0047sin8.165t + 8.335x10n-3(cos 8.165t- cos16.33t) OC x(t)-0037sin8.165t + 8.335x10-2(cos 8.165t- cos16.33t)
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Transcribed Image Text:Compute the response of a spring mass system. A force
of magnitude 25N, driving frequency of twice the natural
frequency and initial conditions given by x(0)=0m,
v(0)=0.3m/s. The mass of the system is 15kg and the
spring stiffness is 100ON/m.
A. x(t)=0.037sin8.165t + 8.335x10A-3(cos
8.165t-cos16.33t)
correct
B. x(t)=0.047sin8.165t + 8.335x10A-3(cos 8.165t-
cos16.33t)
O C x(t)=0.037sin8.165t + 8.335x10A-2(cos 8.165t-
cos16.33t)
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