Acid-Base Chemistry : exercises
Interactive Chemistry
Acid-Base Chemistry
Standard Exercises
Weak acid approximations
- Make a plot of pH vs. log(CHA) for acetic
acid.
- What is the slope of the line at high
concentration? Explain, based on the equilibrium
equations, why this slope is obtained.
- What is the slope of the line at low
concentration? Explain.
- At what concentration does acetic acid undergo a
transition between these two limiting behaviors?
Explain, based on the equilibrium expressions,
and explain what is happening chemically that
distinguishes these regions.
- Does acetic acid ever behave like a "strong"
acid? Explain why or why not.
- Make a plot of pH vs. log(CHA) for
hydrofluoric acid(HF). Compare your result with that
obtained in (1). Is there an intermediate behavior?
Explain.
- Under what conditions does HF behave like a
"weak" acid? Explain
- Under what conditions does HF behave like a
"strong" acid? Explain
- Under what conditions does a solution of HF
behave like pure water?
Exercies with the Virtual Titrator
Weak acid approximations
First look at approximations
- Open the Virtual Titrator
- Choose a relatively strong monoprotic weak acid (1e-5 < ka < 1)
- Choose the <Acid> menu from the menu bar of the main window
- Next, choose the submenu <Monoprotic>
- Finally, choose the acid of your choice from the list
- These are some good examples:
- Chloroacetic Acid
- Chlorous Acid
- Iodic Acid
- Pyruvic Acid
- Switch to a graph of pH vs. log(Acid Concentration)
- Choose the <Graphs> menu from the menu bar of the main window
- Then, choose the graph named: pH vs. log Acid Concentration
- Figure out the regions of this graph that correspond to each of the approximations
Very weak acids -- that can never use approximation B
- Open the Virtual Titrator
- Choose a very weak monoprotic weak acid (ka < 1e-7)
- These are some good examples:
- Ammonia
- Hydrogen Peroxide
- Phenol
- Tham
- Switch to a graph of pH vs. log(Acid Concentration)
- Notice that the graph has no middle area that would correspond to approximation B