SOLVED: Solve the integral: csc(sqrt(2x))

Integral of sqrt(x)/x
Integral of sqrt(x)/x

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Solve the integral:
csc(sqrt(2x))/sqrt(x) dx

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Find the indefinite integral.$$\int \csc 2 x d x$$


Evaluate the indefinite integral.

$ \displaystyle \int \sqrt{\cot x} \csc^2 x \, dx $


Find the indefinite integral.$\int \csc ^{2}\left(\frac{x}{2}\right) d x$


Evaluate the indefinite integral.$$\int \sqrt{\cot x} \csc ^{2} x d x$$


Evaluate the indefinite integral.$\int \sqrt{\cot x} \csc ^{2} x d x$


To evaluate the integral of go secant of square 2 x over the square root of x, we have to apply substitution, and here we want to set u equal to the square root of 2 x, which is the same as square root of 2 times x, raised To 1 half so that if we take the differential, both sides, we get d: u equal to square root: 2. Over 2 times x raised to negative 1 half dx, which means that 2 over the square root of 2 d? U is equal to 1 over the square root of x dx, so by substitution. This is equal…

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