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    Mathematics
  3. Study Set
    Thomas Calculus Early Transcendentals
  4. Exam
    Exam 8: Integrals and Transcendental Functions
  5. Question
    Verify the Integration Formula\[\int 8 \tanh 8 x d x = \ln \cosh ^ { - 1 } 8 x + C\]
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Verify the Integration Formula ∫8tanh⁡8xdx=ln⁡cosh⁡−18x+C\int 8 \tanh 8 x d x = \ln \cosh ^ { - 1 } 8 x + C∫8tanh8xdx=lncosh−18x+C

Question 88

Question 88

True/False

Verify the integration formula.
- ∫8tanh⁡8xdx=ln⁡cosh⁡−18x+C\int 8 \tanh 8 x d x = \ln \cosh ^ { - 1 } 8 x + C∫8tanh8xdx=lncosh−18x+C

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