A piece of rock salt weighs 108.2g in air and 48.2g in saturated brine of relative density 1.2. What is the relative density of rock salt?
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Weight of brine displaced is the buoyancy force . If 108.2g of salt are pushing down but we record a weight of 48.2g then displaced brine pushed back with the weight of 60g.
We are told that density of brine is 1.2
We know that d = m/v
So, 1.2g/cc = 60g/ x
x = 60 g/1.2g/cc
x = 50 cc
So that has to be the volume of the rock salt.
Again, we know that
d = m/v
d = 108.2/ 50cc
d = 2.164
We are told that density of brine is 1.2
We know that d = m/v
So, 1.2g/cc = 60g/ x
x = 60 g/1.2g/cc
x = 50 cc
So that has to be the volume of the rock salt.
Again, we know that
d = m/v
d = 108.2/ 50cc
d = 2.164
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