Question #119404
F(x) = √(tanx) + √(sinx)|³|²
1
Expert's answer
2020-06-08T18:23:34-0400
F(x)=tan(x)+sin2(x)3F(x)=\sqrt{\tan(x)}+\sqrt[3]{\sin^2(x)}

F(x)=12tan(x)(tan(x))+23sin(x)3(sin(x))=F'(x)={1\over 2\sqrt{\tan(x)}}(\tan(x))'+{2\over 3\sqrt[3]{\sin(x)}} (\sin(x))'=

=12cos2(x)tan(x)+2cos(x)3sin(x)3={1\over 2\cos^2(x)\sqrt{\tan(x)}}+{2\cos(x)\over 3\sqrt[3]{\sin(x)}}



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