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`sec sqrt(x)` |
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Answer» Given, `y=sec sqrt(x)` On differentiating w.r.t. x, `(dy)/(dx)=(d)/(dx) (sec sqrt(x))` `=sec sqrt(x)* tan sqrt(x)* (d)/(dx)(sqrt(x))` `(dy)/(dx)=sec sqrt(x)* tan sqrt(x) * (1)/(2sqrt(x))` |
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