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Excellent
LetI(t) = integral of ln(1+a^2t^2/x^2) in given intervalI(0) = 0 , I(1) = II ' (t) = integral of a^2 (2t)/(x^2+a^2t^2)I '(t) = aπintegrating sides with respect to t in [0,1]I = aπ
done
Excellent
Let
I(t) = integral of ln(1+a^2t^2/x^2) in given interval
I(0) = 0 , I(1) = I
I ' (t) = integral of a^2 (2t)/(x^2+a^2t^2)
I '(t) = aπ
integrating sides with respect to t in [0,1]
I = aπ
done