(a) As shown in figure, in the two arms of a tube pressure remains same on surface PP’.
[image:10_image73.emf]
Hence, $8 \times \rho_{y} \times g \times 2 \times \rho_{Hg} \times g = 10 \times \rho_{x} \times g$
$\therefore$ $8\rho_{y} + 2 \times 113.6 = 10 \times 3.36$
or $\rho_{y} = \frac{36.6 - 27.2}{8} = 0.8\ g\ cc^{- 1}$