The displacement x(t) of a particle from its equilibrium position is d

1.	The displacement x(t) of a particle from its equilibrium position is described by the equation x = Acos(@t+Q), where A, w and o are constants. Find the velocity and acceleration of the particle at timet
Answer» ANSWER: solution is ATTACHED as Photo. looks LIKE a Simoke Harmonic Motion.

The displacement x(t) of a particle from its equilibrium position is described by the equation x = Acos(@t+Q), where A, w and o are constants. Find the velocity and acceleration of the particle at timet

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ANSWER:

solution is ATTACHED as Photo. looks LIKE a Simoke Harmonic Motion.

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The displacement x(t) of a particle from its equilibrium position is described by the equation x = Acos(@t+Q), where A, w and o are constants. Find the velocity and acceleration of the particle at timet​

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The displacement x(t) of a particle from its equilibrium position is described by the equation x = Acos(@t+Q), where A, w and o are constants. Find the velocity and acceleration of the particle at timet