A body of mass m = (kg) is attached to the end of a spring with Hooke's constant k = 50 (N/m) and is set in motion with initial position x(0) = (m) and initial velocity (0) = - 10 (m/s). (The mass is displaced to the right and moving to the left at time t = 0.)Find (a) the position x(t) of the body at later times t, (b) the amplitude, (c) frequency, and (d) period of its oscillation.

Question

A body of mass m =  (kg) is attached to the end of a spring with Hooke's constant k = 50 (N/m) and is set in motion with initial position x(0) =  (m) and initial velocity  (0) = - 10 (m/s). (The mass is displaced to the right and moving to the left at time t = 0.)Find (a) the position x(t) of the body at later times t, (b) the amplitude, (c) frequency, and (d) period of its oscillation.

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The Answer of A body of mass m =  (kg) is attached to the end of a spring with Hooke's constant k = 50 (N/m) and is set in motion with initial position x(0) =  (m) and initial velocity  (0) = - 10 (m/s). (The mass is displaced to the right and moving to the left at time t = 0.)Find (a) the position x(t) of the body at later times t, (b) the amplitude, (c) frequency, and (d) period of its oscillation.

A Body of Mass M = (Kg) Is Attached