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(Solved): Please attach a clear solution to the problem. 4. (5 points) The substitution ...



Please attach a clear solution to the problem.4. (5 points) The substitution \( x=\sin (\theta) \) in the integral \( \int \frac{d x}{x \sqrt{1-x^{2}}} \) leads to which o???????

4. (5 points) The substitution \( x=\sin (\theta) \) in the integral \( \int \frac{d x}{x \sqrt{1-x^{2}}} \) leads to which of the following? A. \( \int \frac{d \theta}{\sin (\theta)} \) B. \( \int \frac{\cos ^{2}(\theta) d \theta}{\sin (\theta)} \) C. \( \int \frac{d \theta}{\cos (\theta)} \) D. \( \int \frac{d \theta}{\sec (\theta)} \) E. \( \int \frac{d \theta}{\sin ^{2}(\theta)} \).


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The given integral is I=?1x1?x2dx le
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