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The equivalent weights of an element of variable valency are 21 and 14. The atomic mass of the element may be:
A) 35
B) 42
C) 72
D) 126


Answer
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Hint: the answer to this question includes the basic concept of chemistry that deals with the calculation of equivalent weight by using its formula that is given by, Eq.Wt.=Mvalency

Complete answer:
In the previous chapters of chemistry, we have come across the chapters of inorganic chemistry that deals with the calculation of molecular weight, molar mass and also equivalent mass of the elements.
Now, let us find the equivalent weight of an individual element based on its formula.
Let us first go through the basic definition of equivalent weight which will help us to easily calculate the atomic mass.
- Equivalent weight / mass is the mass of a given substance which combines with or displaces a fixed quantity of another substance.
- Equivalent weight is also defined as the ratio of molecular weight of the compound formula to that of the valence it assumes in compounds.
- Based on all these above facts, the data given is as follows
Let ‘x’ be the valency of the element 1 which has the equivalent weight E1=21
Let ‘y’ be the valency of the element 2 with the equivalent weight E2=14
If we take M as the atomic mass as per the data,
E1=Mx=21 and E2=My=14
Now, the ratio of these two areE2E1=M/yM/x=xy=23
This implies that x = 2 and y = 3
Now, E1=Mx=M2=21 and E2=My=M3=14
E1=2×21=M and E2=3×14=M
Therefore, we get the values of equivalents weights of element 1 and element 2 as M = 42 and M = 42 respectively.

Therefore, the correct answer is option B) 42.

Note: Note that equivalent weight and gram equivalent weight are the same numerical denotations but change it has is in the units for equivalent weight it is atomic mass units and for gram equivalent weight, it is measured in grams.