1) Given , the specific gravity of slurry = 1.
so, density of the slurry will be , d = 1.31 g/cc
density of barium carbonate = 4.43 g/cc
Volume of slurry taken to make filter cake = 1m cubic
so , amount of barium carbonate in the slurry will be
m = 1.31 g /cc × 10^6 cc
= 1310 kg V
Volume of barium carbonate in that slurry
= 1310×10^3÷4.43 cc
= 295.7 × 10^3 cc
so , volume of water in the slurry
= (1000 - 295.7 ) × 10^3 cc
= 704.3 × 10^3 cc
so , mass of water in the slurry = 704.3 kg
Since , 85% by weight barium carbonate is present in the filter cake
let amount of water in the filter cake obtained from 1 m cubic of slurry is x kg
So , 1310/( 1310+ x) = 0.85
1310 + x = 1310/0.85
x = 1541 - 1310 = 231 kg
so amount of water removed from slurry to form filter cake = 704.3 - 231 = 473.3kg
And , amount of filter cake obtained from 1 m cubic of slurry is 1541 kg
answer number 1 please! MATLS 3B03 Tutorial 3 1. A slurry of barium carbonate (density=4.43g/cm) in...