• anonymous
How do I evaluate the following improper integral? 2 ∫ dx / sqrt(4 - x^2). -2 I know that the integral is arcsin(x/2) and that the area beneath the curve and between the boundaries is equal to pi. I also know that the function is undefined at the boundaries and they should each be replaced with a constant and that the limit should be taken when after plugging in the limits. However, I'm getting stuck. Can someone please show me the steps after finding the antiderivative? Thanks
Mathematics
• Stacey Warren - Expert brainly.com
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SOLVED
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