Find possible answers to the following differential equation ddotx+κx=0?

ddotx+κx=0

1 Answer
Ultrilliam
Aug 4, 2018

Google simple harmonic motion/ the harmonic oscillator

ddotx+κx=0

And, tad-da, the answer is:

  • ddotx+underbrace(omega^2)_(= kappa )x=0

  • implies x = A cos omega t + B sin omega t

Seriously, Bing and learn! Because this is akin to Bolt or Messi or Kohli or LeBron James. Take your pick of seminal stuff :)

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