Set up a triple integral using spherical coordinates that finds the volume of the solid bounded above by x? + y? + z? = 36d below by z = Vx? + y² 36 O None of these odp do d0 27 T/4 36 LI P cos o dp do do 7/4 * sin o dpdộ đô 0.

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Chapter2: Second-order Linear Odes
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Set up a triple integral using spherical coordinates that finds the
volume of the solid bounded above by x + y? + z2 = 36d below
by z = Vx2 + y²
T/2
36
J.
p' sin o dp do d0
T/4
O None of these
T/2
TTở sin o dp dộ dô
T/4
36
p° cos o dp do d0
T/4
III P sin dp dộ dô
Transcribed Image Text:Set up a triple integral using spherical coordinates that finds the volume of the solid bounded above by x + y? + z2 = 36d below by z = Vx2 + y² T/2 36 J. p' sin o dp do d0 T/4 O None of these T/2 TTở sin o dp dộ dô T/4 36 p° cos o dp do d0 T/4 III P sin dp dộ dô
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