Question
Question: On reduction with hydrogen, 3.6g of an oxide of metal left 3.2g of the metal. If the atomic weight o...
On reduction with hydrogen, 3.6g of an oxide of metal left 3.2g of the metal. If the atomic weight of the metal is 64, the simplest formula of the oxide would be:
A. M2O2
B. M2O
C. MO
D. MO2
Solution
Metal oxide are formed by reacting metal with an oxygen. The metal oxide generally has an oxidation number of -2 and exists as an oxygen anion. During the extraction of metal, the metallic oxides are generally reduced to metals.
Complete answer:
To approach this question let us assume that the number of atoms of the metal M present be x and the number of atoms of oxygen be y, so the metal oxide will be MxOy
So the reaction of metal oxide with hydrogen will be the following:
MxOy+yH2→xM+yH2O
The moles of metal will be= atomicweightofmetalgivenweightofmetal
- Given weight of metal =3.2g
- Atomic weight of metal= 64g/mol
On substituting the value in formula we get,
Moles of metal = 643.2=0.05moles
Now the moles of metal oxide will be = molecularweightofmetaloxidegivenweightofmetaloxide
- Given weight of metal oxide= 3.6
- Molecular weight of metal oxide= 64x+16y
Substituting the value in the formula we get,
Moles of metal oxide = 64x+16y3.6
As we see in the equation that 1 mole of metal oxide is given x mole of metal M
Then according to this we can write:
x0.05=64x+16y3.6
On simplifying we get,