Given that : that weight of the mixture of BaO and MCO3
= 4.08 g
and the weight of the residue = 3.64 g
:. The weight of CO2 evolved
= 4.08 - 3.64 = 0.44 g
Thus the number of moles of CO2 evolved
= 0.44/44 = 0/01
Hence, the number of moles of MCO3 ≡ 0.01 Volume of 1 NHCI which dissolved the residue = 0.01 mL
The volume of 1 NHCl which was required for dissolution of the residue
The dissolution of residue (BaO + MO) is given as :
BaO + MO + 4HCl → BaCl2 + MCl2 + 2H2O
Where, 2 moles of residue (BaO + MO)are dissolved. Thus, the number of moles of residue
(BaO + MO) = 0.06/2 = 0.03
Number of moles of MO = No. of moles of MCO3 = 0.01
.'. Number of moles of BaO = 0.03 - 0.01 = 0.02
Weight of I mole of BaO : 154
('.' molecular wt of BaO = 154)
'. Weight of 0.02 mole of BaO = 154 x 0.029
= 3.08 g
:. Weight of 0.01 mole of MCO3
= weight of the mixture - weight of BaO
= 4.08- 3.08 = 1.00 g
Since the atomic weight of calcium (Ca) is 40, therefore, the metal 'M' is calcium.