Where Am I Going Wrong in This Double Titration Problem?

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The problem involves a mixed solution of KOH and sodium carbonate titrated with HCl using two different indicators, phenolphthalein and methyl orange. The equations derived from the titration results lead to the determination of equivalents of HCl and sodium carbonate. The calculations initially resulted in confusion regarding the weight of KOH, with a mistake made in identifying the weight of NaOH instead. After correcting the error, the weight of KOH was confirmed to be 0.014g. The discussion highlights the importance of careful calculation and verification in titration problems.
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Homework Statement

:[/B]

A mixed solution of KOH and sodium carbonate required 15ml of (N/20) HCl solution when titrated with phenolphthalein indicator. But the same amount of solution, when titrated with methyl orange as an indicator, required 25ml of the same HCl. The amount of KOH in the solution is:

1. 0.014g
2. 0.14g
3. 0.028g
4. 1.4g

Homework Equations

:[/B]

The Attempt at a Solution

:[/B]

Let the number of equivalents of HCl be ##x## and that of sodium carbonate be ##y##.

So, using phenolphthalein, $$x+y = \frac {15}{1000} × \frac {1}{20} $$
Using methyl orange,

$$x+2y = \frac {25}{1000} × \frac {1}{20} $$
Solving these two equations, I get a value for ##x## with which I'm not getting any option for the weight of KOH. Where am I going wrong?
 
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Check your math.

Or, if you are sure about it, show what you got.
 
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Borek said:
Check your math.

Or, if you are sure about it, show what you got.
Concept is OK?
 
Borek said:
Check your math.

Or, if you are sure about it, show what you got.
Subtracting first equation from second, $$y=1.25×10^{-3} \; - 0.75×10^{-3} $$ $$ Or, \quad y=0.5×10^{-3} $$.
So, $$x=0.25×10^{-3} $$
Therefore, weight of KOH=0.014g.

Very sorry, I mistakenly put the weight of NaOH instead of KOH. :headbang::headbang:

Thank you.
 
Happens to everyone.
 
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