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Find the exact value of the expression without using a calculator. cos(2tan^-1(12/5)) Thanks
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Are you sure you have posted that problem correctly?
\[\cos(2\tan^{-1} 12/5)\]
\[Let \tan^-1(12/5)=x\] cos2x= 2cos^2x-1=2cos^2[tan^-1(12/5)]-1=2(5/13)^2-1=50/169-1=-119/169
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