A wooden block with a density of ei is floating completely submerged at the interface of two liquids with densities of o2 an o3 . If V3 is the volume of the block in the lower liquid and Vi is the total volume, show that: V3_ (P – P2) V (P3 - P2) %3D
A wooden block with a density of ei is floating completely submerged at the interface of two liquids with densities of o2 an o3 . If V3 is the volume of the block in the lower liquid and Vi is the total volume, show that: V3_ (P – P2) V (P3 - P2) %3D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:A wooden block with a density of qi is floating completely submerged at the interface of two
liquids with densities of o2 an Q3 . If V3 is the volume of the block in the lower liquid and V1 is
the total volume, show that:
(P1 - 2)
(P3 - P2)
V3
V1
II
Transcribed Image Text:Q2
Q3
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