Question: If you do not know what substitution to make, try reducing the integral step by step, using a trial substitution to simplify the integral a

If you do not know what substitution to make, try reducing the integral step by step, using a trial substitution to simplify the integral a bit and then another to simplify it some more. You will see what we mean if you try the sequences of substitution.J 18 tanx sec x (2 + tanx) -dx


a. u = tan x, followed by y = v3, then by w = 2 + v


b. u = tan3 x, followed by v = 2 + u


c. u = 2 + tan3 x

J 18 tanx sec x (2 + tanx) -dx

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ANSWER 1To deduce whether the infinite series u1 u2 u3 is convergent we need to look at the behavior ... View full answer

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