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    Mathematics
  3. Study Set
    Multivariable Calculus International
  4. Exam
    Exam 4: Applications of Differentiation
  5. Question
    Find the Integral Using the Indicated Substitution\[\int \tan ^ { 5 } x \sec ^ { 2 } x d x , \quad u = \tan x\]
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Find the Integral Using the Indicated Substitution ∫tan⁡5xsec⁡2xdx,u=tan⁡x\int \tan ^ { 5 } x \sec ^ { 2 } x d x , \quad u = \tan x∫tan5xsec2xdx,u=tanx

Question 140

Question 140

Short Answer

Find the integral using the indicated substitution.
∫tan⁡5xsec⁡2xdx,u=tan⁡x\int \tan ^ { 5 } x \sec ^ { 2 } x d x , \quad u = \tan x∫tan5xsec2xdx,u=tanx

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