Let S be a surface composed of the union of the surfaces S1 and S2 as shown look at the figure. An expression that allows calculating the surface area S corresponds to:

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Let S be a surface composed of the union of the surfaces S1 and S2 as shown look at the figure.

An expression that allows calculating the surface area S corresponds to:

 

 

4
S1: x +z = 4
S2 : y? + z = 4
4
Transcribed Image Text:4 S1: x +z = 4 S2 : y? + z = 4 4
II V
dydr +
A)
V4x2 +1 dxdy
r2
-2
B) v2 dydz + L Vy? +1 drdy
cy?
C)
[
dydr + VAy? +1 dœdy
0.
D) I VAr? +1 dydr +
dædy
Transcribed Image Text:II V dydr + A) V4x2 +1 dxdy r2 -2 B) v2 dydz + L Vy? +1 drdy cy? C) [ dydr + VAy? +1 dœdy 0. D) I VAr? +1 dydr + dædy
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