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From a physical system I got the following relation:

$$ c_M = \sqrt{ \frac{c_s}{\sin{\alpha_s}} } \sqrt{ \frac{L}{\Delta t - 2 t_s} } $$

From measurements multiple pairs of $(L,\Delta t)$ are known, $c_s$, $\alpha_s$ are given constants. It is further known that $c_M$ and $t_s$ are constant values for all $(L,\Delta t)$.

How can I find the values for $c_M$ and $t_s$?

Mario
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    Square your expression; isolate $\Delta t$ as lhs. This looks like a linear regression. – Claude Leibovici Apr 18 '17 at 11:19
  • @ClaudeLeibovici: Thank you, unfortunately it's too long ago when I did this last time so my eyes are not used to see this anymore... – Mario Apr 18 '17 at 12:29

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