levesque
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 Sep23 accepted Element-wise (or pointwise) operations notation? Sep23 awarded Famous Question Apr7 awarded Nice Question Oct21 awarded Nice Question Jun20 awarded Yearling Nov30 awarded Notable Question Nov6 awarded Popular Question Jun25 comment Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$? Wow.. I am ashamed of myself for even asking this question :) Apr23 awarded Popular Question Oct14 accepted Is the following trigonometric equation solvable? Oct14 comment Is the following trigonometric equation solvable? Simply beautiful. Oct14 revised Is the following trigonometric equation solvable? added 150 characters in body Oct14 comment Is the following trigonometric equation solvable? I forgot to say that I also know what $f$ is equal to... Oct14 asked Is the following trigonometric equation solvable? Feb5 awarded Scholar Feb5 revised Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$? added 23 characters in body Feb5 accepted Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$? Feb5 revised Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$? more latex mistakes Feb5 comment Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$? I thought the identity was: $cos(\theta) = sin(\theta + \frac{\pi}{2})$. If I'm not mistaken, that would give me $sin(\theta) + sin(\theta + \frac{\pi}{2}) = x$. Feb5 asked Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?