\(n_{O_2}=\dfrac{6,72}{22,4}=0,3\left(mol\right)\)
Theo ĐLBTKL: mM + mO2 = mMxOy
=> mM = 20,4 - 0,3.32 = 10,8(g)
\(n_M=\dfrac{10,8}{M_M}\left(mol\right)\)
PTHH: 2xM + yO2 --to--> 2MxOy
_____\(\dfrac{10,8}{M_M}\) ->\(\dfrac{10,8y}{2x.M_M}\)
=>\(\dfrac{10,8y}{2x.M_M}=0,3\)
=> \(M_M=9.\dfrac{2y}{x}\)
Xét \(\dfrac{2y}{x}=1=>L\)
Xét \(\dfrac{2y}{x}=2=>L\)
Xét \(\dfrac{2y}{x}=3=>M_M=27\left(Al\right)\)