Find the exact value of the arc length of the function $f ( x ) = \ln ( \sin x )$ on the interval [ $\pi$ /4, $\pi$ /2] using a definite integral.

Name: Find the exact value of the arc length of the function $f ( x ) = \ln ( \sin x )$ on the interval [ $\pi$ /4, $\pi$ /2] using a definite integral.
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The Answer of Find the exact value of the arc length of the function $f ( x ) = \ln ( \sin x )$ on the interval [ $\pi$ /4, $\pi$ /2] using a definite integral.

Find the Exact Value of the Arc Length of the Function