Equivalent mass of a metal is double that of oxygen. How many times is the equivalent mass of its oxide greater than that of the metal?

Question

Equivalent mass of a metal is double that of oxygen. How many times is the equivalent mass of its oxide greater than that of the metal? (A) 4.0 times (B) 2.0 times (C) 1.0 times (D) 1.5 times

Tardigrade Admin · Accepted Answer

M + O 2 longrightarrow M x O y Equivalent mass of oxygen =8 Equivalent mass of metal =16 Equivalent mass of metal oxide =24 Thus, (E( text metal oxide )/E( text metal ))=(24/16)=1.5

Q. Equivalent mass of a metal is double that of oxygen. How many times is the equivalent mass of its oxide greater than that of the metal?

4.0 times

2.0 times

1.0 times

1.5 times

$M + O_{2} ⟶ M_{x} O_{y}$

Equivalent mass of oxygen $= 8$

Equivalent mass of metal $= 16$

Equivalent mass of metal oxide $= 24$

Thus, $\frac{E ( metal oxide )}{E ( metal )} = \frac{24}{16} = 1.5$

Q. Equivalent mass of a metal is double that of oxygen. How many times is the equivalent mass of its oxide greater than that of the metal?

4.0 times

2.0 times

1.0 times

1.5 times

M+O2​⟶Mx​Oy​ Equivalent mass of oxygen =8 Equivalent mass of metal =16 Equivalent mass of metal oxide =24 Thus, E( metal )E( metal oxide )​=1624​=1.5

$M + O_{2} ⟶ M_{x} O_{y}$

Equivalent mass of oxygen $= 8$

Equivalent mass of metal $= 16$

Equivalent mass of metal oxide $= 24$

Thus, $\frac{E ( metal oxide )}{E ( metal )} = \frac{24}{16} = 1.5$