if R is there relative density of the solid, prove that d1=R(d1-d2)
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i)If d1,d2 and d3 are densities of liquid 1,liquid 2 and solid respectively the comparison of the densities of d1 and d2 the densities of d2 and d3d1 = d2 or d1>d2 or d1<d2 , d2<d3
ii)As the densities of the the liquids 1 and 2 are not given we can consider that the densities of the two liquids are either same or the density of liquid 1 is less than the density of liquid 2 or the density of liquid 1 is more than the liquid 2
iii) Since the density of a solid is always more than a liquid thus the value of d3 is always more than d2.
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