Gọi nguyên tố trung bình của hai kim loại là M.
M2CO3 + 2HCl ----> 2MCl + CO2 + H2O
a, nCO2 = \(\frac{5,6}{22,4}\) = 0,25 mol => nMCO3 = 0,25 mol
=> MM2CO3 = \(\frac{31,3}{0,25}=125,2\) => MM = \(\frac{\text{125,2 - (12+16.3)}}{2}\) = 32,6
=> Hai kim loại là Na và K.
=> Công thức của muối ban đầu là Na2CO3 và K2CO3.
Đặt số mol của Na2CO3 là x mol, số mol của K2CO3 là y mol.
=> Số mol của Na là x mol, của K là y mol.
=> x + y = 0,25 (1)
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)
=> \(\frac{x}{y}=\frac{6,4}{9,6}=\frac{2}{3}\) (2)
Từ (1) và (2) => \(\left\{{}\begin{matrix}x=0,1\\y=0,15\end{matrix}\right.\)
% mNa2CO3 = \(\frac{0,1.106}{31,1}.100=34\%\)
% mK2CO3 = 66%