12. (a) Show that if A = oy then × A = Ñ¢ × ÑÝ. (b) Evaluate ffs [x] û dS where of the hemisphere r² + y²+22 = (x + y + z)², = x² - y² + z² and 5 is the curved surface = 1, z ≥0.

Elementary Linear Algebra (MindTap Course List)
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Chapter5: Inner Product Spaces
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12. (a) Show that if A = oy then × A = Ñ¢ × ÑÝ.
(b) Evaluate ffs [x] û dS where
of the hemisphere r² + y²+22
= (x + y + z)², = x² - y² + z² and 5 is the curved surface
= 1, z ≥0.
Transcribed Image Text:12. (a) Show that if A = oy then × A = Ñ¢ × ÑÝ. (b) Evaluate ffs [x] û dS where of the hemisphere r² + y²+22 = (x + y + z)², = x² - y² + z² and 5 is the curved surface = 1, z ≥0.
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