Question: Let f be a continuous function. Given a substitution, determine which of the integrals are transformed correctly. With V 191- f(sin #) de = f(u)

Let f be a continuous function. Given a substitution, determine which

Let f be a continuous function. Given a substitution, determine which of the integrals are transformed correctly. With V 191- f(sin #) de = f(u) u = sin 8 du V1 - u2 With u = cose, f(cos #) de = f(u) - du V1 - 12 With f(u) u = cos , du o f(cos #) de = V1 - u2 With V f(u) u = sin 0, f(sin #) de = -du V1 - u2 O None of the above

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