Lous on C, then )dS =r P(h(y,z), y, 2) /h3(y, z) + h?(y, z)+1 d. P(h(y, z), Y, z) Vh3(y,2) + h? (y, z)+ 1 d_ = dydz or dA = dzdy.
Lous on C, then )dS =r P(h(y,z), y, 2) /h3(y, z) + h?(y, z)+1 d. P(h(y, z), Y, z) Vh3(y,2) + h? (y, z)+ 1 d_ = dydz or dA = dzdy.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
True or False?
Transcribed Image Text:Let C be a surface with equation x = h (y, z) , and R be its projection on
the yz-plane. If h has continuous partial derivatives on R, and P (x, y, z)
is continuous on C, then
cP(x, y, z)dS =R P(h(y, z), y, z) /h3(y,z) + h?(y, z) + 1 dA,
where dA =
dydz or dA = dzdy.
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