Question

Problem 1.10: Surfaces \( \rho=3 \) and \( \rho=5, \phi=100^{\circ} \) and \( 130^{\circ}, Z=3 \) and \( Z=4.5 \) define a chosed surface. Find: i Enclosed volume, ii. Total area of enclosed surface iii. Total length of Congest line that lies entirely within the volumbe. iv. Total length of all 12 edges. (S-22/23 for 7 marks)

          Problem 1.10:
Surfaces \( \rho=3 \) and \( \rho=5, \phi=100^{\circ} \) and \( 130^{\circ}, Z=3 \) and \( Z=4.5 \) define a chosed surface. Find:
i Enclosed volume, ii. Total area of enclosed surface iii. Total length of Congest line that lies entirely within the volumbe.
iv. Total length of all 12 edges. (S-22/23 for 7 marks)

Problem 1.10:
Surfaces ρ=3 and ρ=5, ϕ=100^∘ and 130^∘, Z=3 and Z=4.5 define a chosed surface. Find:
i Enclosed volume, ii. Total area of enclosed surface iii. Total length of Congest line that lies entirely within the volumbe.
iv. Total length of all 12 edges. (S-22/23 for 7 marks)

Added by Justin B.

Physics for Scientists and Engineers with Modern Physics

Paul Tipler, Gene Mosca 6th Edition

Chapter 1

Instant Answer

Solved by Expert Shahab Ullah

09/19/2020

Step 1

Enclosed volume: The volume of a cylindrical segment can be calculated using the formula V = hπ(r2^2 - r1^2), where h is the height of the cylinder, r2 is the outer radius, and r1 is the inner radius. In this case, h = 4.5 - 3 = 1.5, r2 = 5, and r1 = 3. So, the Show more…

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