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Engineering Mathematics Miscellaneous

Engineering Mathematics

  1. The value of the definite integral e∫1 √x In (x)dx is
    1. 4
      √e³ +
      2
      99
    2. 2
      √e³ -
      4
      99
    3. 2
      √e³ +
      4
      99
    4. 4
      √e³ -
      2
      99
Correct Option: C

e∫1 √x In xdx = [∠x ∫ √x dx - ∫ ((d/dx) < nx)(√xdx)dx]es
(Integrate by parts)



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