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√1-y²6-x²-y² Let I = ²₁¹ 4+x+y dzdxdy. By converting I into an equivalem triple integral in cylindrical coordinates, we obtain: 1 = 1 S² Sor²ªrdzdrdo. This option 6-1² 1 = Ső f² £677aª rdzdrdo. J4+r² This option 27 1 16-2 1 = 5²² ſ² formª rdzdrdə. |||

√1-y²6-x²-y² Let I = ²₁¹ 4+x+y dzdxdy. By converting I into an equivalem triple integral in cylindrical coordinates, we obtain: 1 = 1 S² Sor²ªrdzdrdo. This option 6-1² 1 = Ső f² £677aª rdzdrdo. J4+r² This option 27 1 16-2 1 = 5²² ſ² formª rdzdrdə. |||

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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! %0. 11. Jo Let I = ²₁¹-²² dzdxdy. By converting I into an equivalent triple integral in cylindrical coordinates, we obtain: 1 = This option SSS rdzdrdo. 1م 6-1² I != So So Srdzdrde. This option ||| 2m 16-² 1 = S² S² for rdzardo. ●*₂ - ٦:٢٩ O
Transcribed Image Text:! %0. 11. Jo Let I = ²₁¹-²² dzdxdy. By converting I into an equivalent triple integral in cylindrical coordinates, we obtain: 1 = This option SSS rdzdrdo. 1م 6-1² I != So So Srdzdrde. This option ||| 2m 16-² 1 = S² S² for rdzardo. ●*₂ - ٦:٢٩ O
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