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![Solve: sin^-1 [cos { (sin^-1√(2 - √(3)/4)) + cos^-1√(12)/4 + sec^-1√(2) } ]](https://dwes9vv9u0550.cloudfront.net/images/5434249/5833a586-5eff-4599-bea3-096967aaa89d.jpg "Solve: sin^-1 [cos { (sin^-1√(2 - √(3)/4)) + cos^-1√(12)/4 + sec^-1√(2) } ]")
Solve: sin^-1 [cos { (sin^-1√(2 - √(3)/4)) + cos^-1√(12)/4 + sec^-1√(2) } ]
\cos(\frac{%CF%80}{12})%2B\cos(\frac{3%CF%80}{4})\sin(\frac{%CF%80}{12})&line2=\mathrm{Solution:\:}\frac{1}{2} "sin((3pi)/4)cos(pi/(12))+cos((3pi)/4)sin(pi/(12))")
sin((3pi)/4)cos(pi/(12))+cos((3pi)/4)sin(pi/(12))
