4+ 4e? 1- e7 4+4e³ f(z) > 0, x = 1- e3 The solid S is obtained by rotating the region enclosed by y : and a about r-axis. If the cross-sectional area 8 4+ 4e3 4+ 4e7 of the solid is A(r) ,then the volume of S is x? – 16' 1- e 1- e?

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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4+ 4e?
1- e7
4+4e³
f(z) > 0, x =
1- e3
The solid S is obtained by rotating the region enclosed by y :
and a
about r-axis. If the cross-sectional area
8 4+ 4e3
4+ 4e7
of the solid is A(r)
,then the volume of S is
x? – 16' 1- e
1- e?
Transcribed Image Text:4+ 4e? 1- e7 4+4e³ f(z) > 0, x = 1- e3 The solid S is obtained by rotating the region enclosed by y : and a about r-axis. If the cross-sectional area 8 4+ 4e3 4+ 4e7 of the solid is A(r) ,then the volume of S is x? – 16' 1- e 1- e?
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