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Differentiate with respect to x: cot^2 x

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Differentiate with respect to x:

cot2 x

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Chain rule:

If y = f(t) and t = g(x) then dy/dx = dy/dt x dt/dx

Let y = cot2 x

dy/dx = – 2cot x [d/dx (cot x)]

= – 2 cot x cosec2x

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