In: Chemistry
Equilibria with Weak Acids & Weak Bases - Results
| 
 Exp  | 
 Composition  | 
 Total Vol  | 
 pH  | 
| 
 1  | 
 A few mL of 0.10M NH3 (unchanged)  | 
 n/a  | 
 11.13  | 
| 
 2  | 
 2.5mL 0.1M NH3 & 7.5mL H2O  | 
 10 ml  | 
 10.82  | 
| 
 3  | 
 2.5mL 0.1M NH4Cl & 7.5mL H2O  | 
 10 ml  | 
 6.01  | 
| 
 4  | 
 2.5mL 0.1M NH3 & 2.5mL 0.1M NH4Cl & 5mL H2O  | 
 10 ml  | 
 9.26  | 
| 
 5  | 
 Take 1mL Solution #4 and add 9mL of water  | 
 10 ml  | 
 9.26  | 
Solution 1. Use the concentration of NH3 and the measured pH above to determine the Kb of NH3. (show the ICE table and calculations)
Use the equation (Ka*Kb = 1*10-14) to calculate the Ka for NH4+ ?
Solution 2 Use the equation M1V1 = M2V2 to calculate new conc. of NH3.
Conc. of NH3 ____ pH measured: 10.82
Compare solutions 1 & 2. What effect did diluting the base have on the pH?
Use the new concentration and pH to measure the Kb of NH3 again. Did it change?
Solution 3 Conc. of NH4+ pH of solution 3: 6.01
Use the diluted concentration of NH4+ and measured pH to determine the Ka of NH4+
How does this Ka value compare to the value on pg. 1? (within a power of 10 is good)
Calculate the concentrations for solution 4 and solution 5
| 
 Sol  | 
 Conc. NH3 (M)  | 
 Conc.NH4+(M)  | 
 pH  | 
| 
 2  | 
 10.82  | 
||
| 
 4  | 
 9.26  | 
||
| 
 5  | 
 9.26  | 
Compare pH of solutions 2&4. What effect did adding NH4+ have on the equilibrium/pH?
Compare the pH from dilution in solutions 1&2 to the pH change in solutions 4 & 5. Why is the pH change smaller for solutions 4&5 than in solutions 1&2? Think above the ratio of base and conjugate acid. You can also show this mathematically by using the Kb from part 1 with NH3/NH4+ conjugates to determine what the OH- concentration should be.
Note: Solution 4 (page 2) should already be made. (total volume)
| 
 6  | 
 2.5mL 0.10M NH3, 2.5mL 0.1M NH4Cl & 1.0mL 0.10M NaOH & 4mL H2O  | 
 10 mL  | 
| 
 7  | 
 2.5mL 0.10M NH3, 2.5mL 0.1M NH4Cl & 1.0mL 0.10M HCl of & 4mL H2O  | 
 10 mL  | 
| 
 8  | 
 2.5mL 0.10M NH3, 2.5mL 0.1M NH4Cl & 5.0mL 0.10M HCl  | 
 10 ml  | 
| 
 9  | 
 2.5mL 0.10M NH3, 2.5mL 0.10M HCl & 5.0mL H2O  | 
 10 ml  | 
Calculate the dilution concentrations of solution 6.
| 
 Sol  | 
 Conc. NH3 (M)  | 
 Conc. NH4+ (M)  | 
 Conc. NaOH(M)  | 
 pH  | 
| 
 6  | 
 9.62  | 
Compare solutions 4 & 6. What effect did NaOH have on the pH of the solution?
If the NaOH concentration from solution 6 was in water by itself (without the buffer), what would the pH be?
Did NH3 & NH4+ buffer against NaOH? How can you tell?
Calculate the concentrations of solution 7 & 8
| 
 Sol  | 
 Conc. NH3 (M)  | 
 Conc. NH4+ (M)  | 
 Conc.HCl (M)  | 
 pH  | 
| 
 7  | 
 8.89  | 
|||
| 
 8  | 
 3.7  | 
Compare solutions 4, 7 & 8. The ingredients are essentially the same, but the solutions of 7 & 8 should have a dramatically different pH. Why did 7 work as a buffer, but 8 did not? Compare the concentration of NH3 vs the concentration of HCl.
Calculate the concentrations of solution 9
| 
 Sol  | 
 Conc. NH3 (M)  | 
 Conc.HCl (M)  | 
 pH  | 
| 
 9  | 
 5.6  | 
a) This solution has equal amounts of acid and base. Why is the pH acidic? Explain.