In evaluating ∫ (ln y)/√y dy by parts with u = ln y, find v where dv = dy/√y.
University of Ilorin MTH102 2026-exam past question
- √y
- 1/(2√y)
- (2/3)√(y³)
- 2√y
Register free to see the answer and step-by-step explanation
More University of Ilorin MTH102 2026-exam past questions
Related questions
- If ln y = x, find dy/dx.
- The second-derivative condition for a minimum point of a curve (where dy/dx = 0) is:
- A particle moves so that Y = 20t + (2/3)t³ − (3/2)t² metres. Find its velocity at t = 0 s.
- Y = (x − 2)³. Find the stationary (turning) point.
- Evaluate ∫ x tan⁻¹x dx.
- Find the total area enclosed between the curves y = x and y = x³.
