(x^3+3^x)cosecx
Solve with respect to x
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Answer:
We can rewrite y=csc^3(x) as y=(cscx)^3.
Using the Power rule and chain rule, we get
y'=3(cscx)^2*d/dx(cscx)=3csc^2(x)*-csc(x)cot(x)=-3csc^3(x)cot(x)
== 4x
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refer to the attachment
hope it helps you mate ☺✌
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