The textbook says the answer is 0.553 m. Would appreciate a full solution. Thanks! Problem 3.52Given:Pistonh.WeightSolution:DiOilh₂Neglect weight ofthe pictonaAs shown, a weight of mass 5 kg is situated on a pistonof diameter D₁ = 120 mm. The piston rides onoil of depth h₁ = 42 mm and specific gravity SG = 0.8. Theresevoir is connected to a round tube of diameterresevoir ofD₂ = 5 mm, and oil rises in the tube to height h₂. Assumethe oil in the tube is open to atmosphere.Find: Find h₂

Given data:-Mass of object = Diameter of piston Specific gravity of oil, Depth of oil in reservoir,…

Problem 3.52 Given: weight Piston Solution: D₁ Oil Neglect weight of the picton As shown, a weight of mass 5 kg is situated on a piston of diameter D₁ = 120 mm. The piston rides on a recevoir of oil depth h,= 42 mm and specific gravity SG = 0.8. The resevoir is connected to round tube of diameter a D₂ = 5 mm, and oil rises in the tube to height h₂. Assume the oil in the tube is open to atmosphere. Find: Find h₂

Problem 3.52 Given: weight Piston Solution: D₁ Oil Neglect weight of the picton As shown, a weight of mass 5 kg is situated on a piston of diameter D₁ = 120 mm. The piston rides on a recevoir of oil depth h,= 42 mm and specific gravity SG = 0.8. The resevoir is connected to round tube of diameter a D₂ = 5 mm, and oil rises in the tube to height h₂. Assume the oil in the tube is open to atmosphere. Find: Find h₂

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Question

The textbook says the answer is 0.553 m. Would appreciate a full solution. Thanks!

Problem 3.52
Given:
Piston
h.
Weight
Solution:
Di
Oil
h₂
Neglect weight of
the picton
a
As shown, a weight of mass 5 kg is situated on a piston
of diameter D₁ = 120 mm. The piston rides on
oil of depth h₁ = 42 mm and specific gravity SG = 0.8. The
resevoir is connected to a round tube of diameter
resevoir of
D₂ = 5 mm, and oil rises in the tube to height h₂. Assume
the oil in the tube is open to atmosphere.
Find: Find h₂

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