The Foundations of Chemistry

(Marcin) #1

Solution


First we calculate the number of equivalents of Na 2 CO 3 in the sample.


no. eq Na 2 CO 3 0.364 g Na 2 CO 3 6.87 10 ^3 eq Na 2 CO 3

Because no. eq H 2 SO 4 no. eq Na 2 CO 3 , we can write


LH 2 SO 4 NH 2 SO 4 6.87 10 ^3 eq H 2 SO 4

NH 2 SO 4 0.172 NH 2 SO 4

You should now work Exercise 50.


OXIDATION–REDUCTION REACTIONS


Our rules for assigning oxidation numbers are constructed so that in all redox reactions


the total increase in oxidation numbers must equal the total decrease in oxidation
numbers.

This equivalence provides the basis for balancing redox equations. Although there is no
single “best method” for balancing all redox equations, two methods are particularly useful:
(1) the half-reaction method, which is used extensively in electrochemistry (Chapter 21)


6.87 10 ^3 eq H 2 SO 4

0.040 L

6.87 10 ^3 eq H 2 SO 4

LH 2 SO 4

1 eq Na 2 CO 3

53.0 g Na 2 CO 3

Automatic titrators are used in modern
analytical laboratories. Such titrators rely
on electrical properties of the solutions.
Methyl red indicator changes from yellow
to red at the end point of this titration.

11-4 Equivalent Weights and Normality 415

The starting values in this example are
the same as those in Example 11-7.
The normality of this H 2 SO 4 solution
is twice the molarity obtained in
Example 11-7 because 1 mol of H 2 SO 4
is 2 eq.
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