An object of specific gravity p is hung from a massless string. The tension in string is T. The object is
immersed in water so that one half of its volume is submerged. The new tension in the string is
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If The Tension is t in the Massless string Also its Volume decreases By Half So That the tension is Also Decrrases By Half...........
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The new tension of the string is - T( 2s-1/2s)
Let the volume of body be = V
Let the initial tention in string = T
New tension in the string = T'
Buoyant force = F
When the object is in air = T = svg
After body is immersed in liquid - Weight of body - Buoyant force
= svg - 1.v/2g = T'
vg ( s - 1/2) = T'
Svg ( 2s/s -1/s) = T'
T( 2s-1/2s) = T'
Therefore, the new tension in the string is T( 2s-1/2s).
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