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∫0∞sin(x)+cos(x)x dx \large \int_0^\infty \frac{ \sin(x) + \cos(x) }{\sqrt x} \, dx ∫0∞xsin(x)+cos(x)dx
If the integral above is equal to (A×π)B (A \times \pi)^B (A×π)B for rational numbers AA A and BBB, find the value of A÷BA \div B A÷B.
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