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Workout Problem Question 1 Question 2 а. Find the spherical coordinates equation of the sphere 2? + y? + (z – 1) = 1. 3 b. 1Evaluate I = le (3e x + y + 2²)i) dV Where Bis the region in the first octant enclosed in the sphere of equation x +y + z = 4 с. [ above the xy-plane of the sphere x +y + z – 4 = 0 and 4x² + 4y? +4z2 - 4 = 0. Compute the volume of the region E enclosed by the hemi-sphere located

Workout Problem Question 1 Question 2 а. Find the spherical coordinates equation of the sphere 2? + y? + (z – 1) = 1. 3 b. 1Evaluate I = le (3e x + y + 2²)i) dV Where Bis the region in the first octant enclosed in the sphere of equation x +y + z = 4 с. [ above the xy-plane of the sphere x +y + z – 4 = 0 and 4x² + 4y? +4z2 - 4 = 0. Compute the volume of the region E enclosed by the hemi-sphere located

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.2: Properties Of Division
Problem 53E
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Workout Problem Question 1 Question 2| а. 2? + y? + (z – 1)² = 1. Find the spherical coordinates equation of the sphere 1Evaluate I = l: (3e x? + y? + z²) ) dV Where Bis the region in the +y? + z? = 4 b. 2 first octant enclosed in the sphere of equation x с. [ above the xy-plane of the sphere x +y + z² – 4= 0 and 4x2 + 4y? + 4z2 -4 = 0. Compute the volume of the region E enclosed by the hemi-sphere located
Transcribed Image Text:Workout Problem Question 1 Question 2| а. 2? + y? + (z – 1)² = 1. Find the spherical coordinates equation of the sphere 1Evaluate I = l: (3e x? + y? + z²) ) dV Where Bis the region in the +y? + z? = 4 b. 2 first octant enclosed in the sphere of equation x с. [ above the xy-plane of the sphere x +y + z² – 4= 0 and 4x2 + 4y? + 4z2 -4 = 0. Compute the volume of the region E enclosed by the hemi-sphere located
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