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I am looking for a solution for the equation $$\frac{\sin(\alpha \cdot x)}{\alpha}=\frac{\sin(\beta \cdot x)}{\beta}$$ where $\alpha$ and $\beta$ are constants.

How do I approach this?

  • 0
    Even Wolfram is getting nowhere!! [1]:http://www.wolframalpha.com/input/?_=1320774530374&i=%5cfrac%7b%5csin%28%5calpha+%5ccdot+x%29%7d%7b%5calpha%7d%3d%5cfrac%7b%5csin%28%5cbeta+%5ccdot+x%29%7d%7b%5cbeta%7d&fp=1&incTime=true2011-11-08
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    Might be a silly suggestion, but if you're just looking for a solution, $x = 0$ fits the bill.2011-11-08

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