Find in Cartesian coordinates the area given by 3π 4 0 = in spherical coordinates. A) Half vertical plane y = -x with x≤ 0 Paraboloid z = - (x² + y²) B) C) Plan y = -x D) Cone z² = x² + y²

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Find in Cartesian coordinates the area given by
3π
4
Ө =
in spherical coordinates.
A) Half vertical plane y = -x with x≤ 0
B) Paraboloid z = -(x² + y²)
C) Plan y = -xX
D) Cone z² = x² + y²
Transcribed Image Text:Find in Cartesian coordinates the area given by 3π 4 Ө = in spherical coordinates. A) Half vertical plane y = -x with x≤ 0 B) Paraboloid z = -(x² + y²) C) Plan y = -xX D) Cone z² = x² + y²
Given the surface z = 5r in cylindrical coordinates.
What type of disc is it?
A) A plan
B) A paraboloid
C) A bullet
D) A conic surface
Transcribed Image Text:Given the surface z = 5r in cylindrical coordinates. What type of disc is it? A) A plan B) A paraboloid C) A bullet D) A conic surface
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