Q.
Equivalent weight of $KMnO_{4}$ and its reduced species in different mediums are given
Medium
Equivalent weight
Reduced speciest
Acidic
$\frac{M}{5}$
I
Neutral
$\frac{M}{1}$
II
Concentrated
$\frac{M}{3}$
III
Alkaline
Medium | Equivalent weight | Reduced speciest |
---|---|---|
Acidic | $\frac{M}{5}$ | I |
Neutral | $\frac{M}{1}$ | II |
Concentrated | $\frac{M}{3}$ | III |
Alkaline |
Redox Reactions
Solution:
Equivalent weight=$\frac{molar mass}{change \,in\, oxidation\, number}$
Change in oxidation number
Equivalent weight
$M\underset{7}{n}O^{-}_{4} \to M\underset{2}{n^{2+}}$
5
$\frac{M}{5}$
$M\underset{7}{n}O^{-}_{4} \to M\underset{6}{n}O^{2-}_{4}$
1
$\frac{M}{1}$
$M\underset{7}{n}O^{-}_{4} \to M\underset{4}{n}O_2$
3
$\frac{M}{3}$
Change in oxidation number | Equivalent weight | |
---|---|---|
$M\underset{7}{n}O^{-}_{4} \to M\underset{2}{n^{2+}}$ | 5 | $\frac{M}{5}$ |
$M\underset{7}{n}O^{-}_{4} \to M\underset{6}{n}O^{2-}_{4}$ | 1 | $\frac{M}{1}$ |
$M\underset{7}{n}O^{-}_{4} \to M\underset{4}{n}O_2$ | 3 | $\frac{M}{3}$ |