moses318
Answered

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Find the volume of water displaced and position of center of buoyancy for a wooden block of width 2.5m and of depth 1.5m. When it floats horizontally, in water. The density of wooden block is 650 kg/m3 and its length óm
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Sagot :

largehead987

Answer:

The mass density of a fluid is 980 kg/m3. ... If the specific gravity of a liquid is 0.79, determine its mass density and specific ... A wooden block of size 1m x 0.5m x 0.4m is floating in water with 0.4 m side ...

Explanation:

Credit to  sugantipandit7

https://brainly.in/question/43010943?tbs_match=3

abiolataiwo2015

The volume of the water displaced is  9.75m³ and the position of Center of Buoyancy is 0.975 m.

Volume of the water displaced

Weight of the block=ρ×g×Volume

Weight of the block=650×9.81×4×2.5×1.5

Weight of the block=95,647.5N

Volume of water displaced =95,647.5 / (1000 × 9.81)

Volume of water displaced =95,647.5 /9,810

Volume of water displaced= 9.75m³

Depth of immersion,

h=9.75/2.5×4

h=9.75/10

h=0.975 m

Therefore the volume of the water displaced is  9.75m³ and the position of Center of Buoyancy is 0.975 m.

Learn more about Volume of the water displaced here:https://brainly.com/question/24102029

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