find the derivative root cot
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note (d(cotx)/dx=−cosec^2x)
rewrite f(x) as f(x)=(cotx)^1/2
Differentiate using chain rule
f'(x)=((cotx)/2)^(−1/2)x d(cotx)/dx
=1/2(cotx)^(−1/2).(−cosec2x)
'tidying up' to obtain f'(x)=−cosec^2 x/2√cotx
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