2. Show that x(t) = A cos(ω t) + B sin(ω t) is a general solution to the equation of motion for

Name: 2. Show that x(t) = A cos(ω t) + B sin(ω t) is a general solution to the equation of motion for SHM if ω has a specific relationship with m and k and give that relationship.
Uploaded: 2023-07-27T03:21:34-08:00
Duration: 21 s
Channel: Numerade
Description: 2. Show that x(t) = A cos(ω t) + B sin(ω t) is a general solution to the equation of motion for SHM if ω has a specific relationship with m and k and give that relationship.

Question

Madhur L · Answer

Hello friends, in the given question first of all we will solve it for x of t equals cos ht. Now

Timothy James · Answer

So let&#x27;s say we have a proposed, our proposed solution for a simple harmonic motion, which looks

Adnan Gill · Answer

So the general solution for stamped oscillations is y is equal to k -e to the power negative c t

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So in this problem in damp occretion there are two force Restoring force Restoring force is equa

Question

2. Show that $x(t) = A \cos(\omega t) + B \sin(\omega t)$ is a general solution to the equation of motion for SHM if $\omega$ has a specific relationship with $m$ and $k$ and give that relationship.

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