Q5 Given a volume of the inverted hemisphere bowl "dome" of radius R, resting on the xy plane and centered at the origin as shown in Fig. E1. The radial (r), polar (e), and azimuthal ($) components ranges from: (r, 0, 0) Fø. R X Fig. E1 0 to 2π, and 0-0 to TT. 0 to 2π, and 0-0 to 1/2. → 0 to 2π, and 9 → 0 to 1/2. → 0 to 2π, and 0-0 to TT. (i) r ranges from 0 to co, (ii) r ranges from co to co, (iii) r ranges from 0 to R. (iv) r ranges from 0 to R. (v) None of the other mentioned options y

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Q5 Given a volume of the inverted hemisphere bowl "dome" of radius R, resting on the xy plane and
centered at the origin as shown in Fig. E1. The radial (r), polar (8), and azimuthal (4) components
ranges from:
X
Ⓒ
(r, 0, 0)
Fig. E1
X
Z
(i)rranges from 0 to ∞o,
(ii) r ranges from co to co,
(iii) r ranges from 0 to R,
(iv) r ranges from 0 to R.
(v) None of the other mentioned options
R
0 to 2π, and → 0 to TT.
0 to 2π, and 0-0 to π/2.
→ 0 to 2π, and 9 → 0 to π/2.
→ 0 to 2π, and 9 → 0 to T.
Transcribed Image Text:Q5 Given a volume of the inverted hemisphere bowl "dome" of radius R, resting on the xy plane and centered at the origin as shown in Fig. E1. The radial (r), polar (8), and azimuthal (4) components ranges from: X Ⓒ (r, 0, 0) Fig. E1 X Z (i)rranges from 0 to ∞o, (ii) r ranges from co to co, (iii) r ranges from 0 to R, (iv) r ranges from 0 to R. (v) None of the other mentioned options R 0 to 2π, and → 0 to TT. 0 to 2π, and 0-0 to π/2. → 0 to 2π, and 9 → 0 to π/2. → 0 to 2π, and 9 → 0 to T.
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