Describe the surface in three-dimensional space given by the equation x2+ y2+ z2 -8z=9 O a. A sphere with center (0,0,4) and radius 3. O b.A sphere with center (0,0, – 4) and radius 3. OC. A sphere with center (0,0,4) and radius 5 O d.A sphere with center (0,0, - 4) and radius 5. O e. None of the other choices.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.2: Ellipses
Problem 20E
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Please solve this multiple choice questions in 10 minutes provide correct option
QUESTION 1
2 points
Describe the surface in three-dimensional space given by the equation x2 + v2+ z2 - 8z=9
O a. A sphere with center (0.0,4) and radius 3
O b.A sphere with center (0.0. - 4) and radius 3.
O c. A sphere with center (0,0,4) and radius 5.
O d.A sphere with center (0,0, - 4) and radius 5.
O e. None of the other choices.
Transcribed Image Text:QUESTION 1 2 points Describe the surface in three-dimensional space given by the equation x2 + v2+ z2 - 8z=9 O a. A sphere with center (0.0,4) and radius 3 O b.A sphere with center (0.0. - 4) and radius 3. O c. A sphere with center (0,0,4) and radius 5. O d.A sphere with center (0,0, - 4) and radius 5. O e. None of the other choices.
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