when the mixture of mgco3 and caco3 was heated for a long time,the weight decrease by 50% . calculate the % composition of the mixture.
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MgCO3(s)→MgO(s) + CO2(g)
CaCO3(s)→CaO(s) + CO2(g)
The total initial weight of solid phase = (84x+100y) gm
x=the no. of moles of MgCO3 present
y=the no. of moles of CaCO3 present.
[MgCO3] = [MgO]
[CaCO3] = [CaO]
Final weight of solid phase = (40x + 56y) gm.
Final weight = 50% of the initial weight.
So, (84x + 100y)/2 = 40x + 56y
Or, 42x + 50y = 40x + 56y
Or, 2x = 6y
Or, x/y = 6/2 = 3
So, x:y = 3:1.
i.e 3 moles of MgCO3 =3×84=252 g
And 1 mole of CaCO3=100 g
In (252+100=352g) mixture.
So
% MgCO3=252×100/352=71.59% Ans
% CaCO3=100×100/352=28.41% Ans
__Er K100
CaCO3(s)→CaO(s) + CO2(g)
The total initial weight of solid phase = (84x+100y) gm
x=the no. of moles of MgCO3 present
y=the no. of moles of CaCO3 present.
[MgCO3] = [MgO]
[CaCO3] = [CaO]
Final weight of solid phase = (40x + 56y) gm.
Final weight = 50% of the initial weight.
So, (84x + 100y)/2 = 40x + 56y
Or, 42x + 50y = 40x + 56y
Or, 2x = 6y
Or, x/y = 6/2 = 3
So, x:y = 3:1.
i.e 3 moles of MgCO3 =3×84=252 g
And 1 mole of CaCO3=100 g
In (252+100=352g) mixture.
So
% MgCO3=252×100/352=71.59% Ans
% CaCO3=100×100/352=28.41% Ans
__Er K100
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