Evaluate the following integrals:
Multiplying and dividing the numerator by e we get the given as
⇒ …(1)
Assume ex + xe = t
⇒ d(ex + xe )=dt
⇒ ex + exe - 1 = dt
Substituting t and dt in equation 1 we get
⇒
= ln|t| + c
But t = ex + xe
∴ ln| ex + xe | + c.