1、Vx=π∫(0 -- 1) e^2x dx
=1/2 * π * e^2x | (0 -- 1)
=π/2 * (e² - 1)
Vy=π∫(0 -- e) 1² dy
- π∫(1 -- e) ln²y dy
=eπ - [xln²x - 2xlnx+2x] |(1 -- e)
=eπ - e+2