1.

If 1/2∫1/8[ln[1x]]dx is equal to ab, where a and b are coprime, then the value of b−4a is ([.] denotes the greatest integer function)

Answer» If 1/21/8[ln[1x]]dx is equal to ab, where a and b are coprime, then the value of b4a is
([.] denotes the greatest integer function)


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