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A spiral spring loaded with a piece of metal, extends by 10.5cm in air, when the metal is fully submerged in water, the springs...Asked by Joker
A spiral spring loaded with a piece of metal extends by 10.5cm in air. When the mental is fully submerged in water, the spring extends by 6.8cm. Calculate the relative density of the metal assumming hookes is obeyed.
Answers
Answered by
Damon
water density = 1000 kg/m^3
F = k x
m g = k (0.105)
k = m g /0.105
now in water , volume = v
F = k (0.068) = m g - 1000 g v
(m g/0.105)0.068 = m g - 1000 g v
m (.648) = m - 1000 v
-.352 m = -1000 v
m/v = 2840 kg/m^3
relative to water = 2.84
check my arithmetic carefully !
F = k x
m g = k (0.105)
k = m g /0.105
now in water , volume = v
F = k (0.068) = m g - 1000 g v
(m g/0.105)0.068 = m g - 1000 g v
m (.648) = m - 1000 v
-.352 m = -1000 v
m/v = 2840 kg/m^3
relative to water = 2.84
check my arithmetic carefully !
Answered by
Sandy
Easy to understand
Answered by
Mysterio
10.5/10.5 -6.8
=10.5/3.7
=2.84
=10.5/3.7
=2.84
Answered by
Bot
This calculates the relative density of the metal as 2.84 assuming Hooke's Law is obeyed.