Convert the integral 1/2 √9 - x² LE**** √ 18-x² - y2 dz dy dx into an integral in spherical coordinates and evaluate it. 3 × 1 < ) / ( 1²1 ) - (IT) ]x )√₂ 1³ cos (0) sin(0) + rz dp dp de = 18 (√2-1)

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.6: The Matrix Of A Linear Transformation
Problem 30EQ
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Convert the integral
1/2
√9 - x²
LE****
√ 18-x² - y2
dz dy dx into an integral in spherical coordinates and evaluate it.
3 ×
1
< ) / ( 1²1 ) - (IT) ]x )√₂
1³ cos (0) sin(0) + rz
dp dp de =
18 (√2-1)
Transcribed Image Text:Convert the integral 1/2 √9 - x² LE**** √ 18-x² - y2 dz dy dx into an integral in spherical coordinates and evaluate it. 3 × 1 < ) / ( 1²1 ) - (IT) ]x )√₂ 1³ cos (0) sin(0) + rz dp dp de = 18 (√2-1)
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