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Rajat Jain posted an Question
June 06, 2020 • 00:56 am
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50 points
50 points
- IIT JAM
- Mathematics (MA)
On the right example: show that i= lx*y"z(1-x-y-z dx dy dz, (1, m, n, p21) taken over the tetrahedron bounded by the planes, x = 0, y = 0, z = 0. x+y+z=1 is r()
on the right Example: Show that I= lx*y"z(1-X-y-z dx dy dz, (1, m, n, p21) taken over the tetrahedron bounded by the planes, x = 0, y = 0, z = 0. X+y+Z=1 is r() T(m) r(n) r(p) T(l+m +n+p)
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Priyadarshan Choursiya Best Answer
there is some printing mistake. there x^(t-1) comes instead of x^(t-x). I hope now you do that
please solve
use Liouville's theorem which is after Dirichlet integral. this is single step question, direst answer. read that thm and try again,