[Solution] Practice: Velocity-time Graph The velocit…

Velocity and Acceleration

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Practice: Velocity-time Graph

The velocity (cm/scm/scm/s) vs. time (sss) of a mass-spring on a SHM is shown in the graph. 

Find the equation representing position against time, and draw that graph.

x(t)=0.2cos⁡(2t+1.06)cmx(t)=0.2\cos\left(2t+1.06\right)cmx(t)=0.2cos(2t+1.06)cm

x(t)=0.2cos⁡(2t−1.06)cmx(t)=0.2\cos\left(2t-1.06\right)cmx(t)=0.2cos(2t−1.06)cm

x(t)=0.2cos⁡(2t+2.08)cmx(t)=0.2\cos\left(2t+2.08\right)cmx(t)=0.2cos(2t+2.08)cm

x(t)=0.2cos⁡(2t−2.08)cmx(t)=0.2\cos\left(2t-2.08\right)cmx(t)=0.2cos(2t−2.08)cm

x(t)=0.4cos⁡(2t+1.06)cmx(t)=0.4\cos\left(2t+1.06\right)cmx(t)=0.4cos(2t+1.06)cm

x(t)=0.4cos⁡(2t−1.06)cmx(t)=0.4\cos\left(2t-1.06\right)cmx(t)=0.4cos(2t−1.06)cm

x(t)=0.4cos⁡(2t+2.08)cmx(t)=0.4\cos\left(2t+2.08\right)cmx(t)=0.4cos(2t+2.08)cm

x(t)=0.4cos⁡(2t−2.08)cmx(t)=0.4\cos\left(2t-2.08\right)cmx(t)=0.4cos(2t−2.08)cm

I don't know

Kinematics

The velocity (cm/scm/scm/s) vs. time (sss) of a mass-spring on a SHM is shown in the graph. 
Find the equation representing position against time, and draw that graph.

Kinematics: Simple Harmonic Motion

The displacement (cm) vs. Time(s) of a mass-spring on a SHM is shown in the graph. Draw the acceleration as a function of time. What is the phase constant of this oscillation?

Practice: Velocity-time Graph The velocity (cm/s) vs. time (s) of a mass-spring…

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