Let I = ∫ dx/[(x−1)^(11/13)(x+15)^(15/13)]. Then I Is
Solve the integral ∫dx/[(x−1)^(11/13)(x+15)^(15/13)] by substituting t=x−1, factoring out t² from the denominator, and a second substitution to reduce it to a power of a single variable.
Solve the integral ∫dx/[(x−1)^(11/13)(x+15)^(15/13)] by substituting t=x−1, factoring out t² from the denominator, and a second substitution to reduce it to a power of a single variable.