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Need help in finding derivative to.. Calculus
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\[\csc ^2 (\frac{ 3 \pi }{ 4 }\]
the derivative of \[\csc = -\csc(x)\cot(x)\] apply the product rules to find that derivative
you also need the chain rule to solve it
The original question asked to find the derivative of y+ cotx and then to replace x for (3pi/4), which gave me csc^2(3π4). Now i need to find out what the answer is
csc has (3pi/4).. 3π4 is a constant, do you know what you get when you find the derivative of a constant number?
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3π/4 derivative is zero.. since the function given needs to use the chain rule.. the whole derivative function is multiplied by the derivative of 3π/4, which is Zero
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