<p>In a system that is at dynamic equilibrium:
a) increasing the temperature of the system will drive the reaction in which direction?
b) increasing the pressure of the system will drive the reaction in which direction?</p>
<p>theautumneffect~ I don't think question a) has a logical answer. We need to know if the system is endothermic or exothermic.
b) It moves to the side with the least number of moles. </p>
<p>Scareya~ I got 3.22 for the PH. Using the acid dissasociation constant I found the H concentration. Then found the number of moles of H. O then substracted the number of moles OH from it. Then used .055 L and found the molarity. Then used -log (H) to find the PH. I think I am wrong, please correct me. Thanks</p>
<p>sristi - thanks for pointing that out. i got the question from the AP chem powerpack thing, and the answer they give for a) is:
"Increasing the temperature of such a system will drive the reaction in the exothermic direction, whether that is toward the creation of more reactants or of more products. This is because the heat energy put into the system can be used to drive the exothermic reaction."
You're right, you have to mention that whether the reaction is exo or endo, but instead of the question asking "in the case of an exo reaction..." i think they want to hear you state under what conditions, like in b) where you have to say it will move to the side with fewer moles. sorry if the question was kind of ambiguous.</p>
<p>How to do titrations with a weak acid and a strong base:
1. Convert to moles
2. Neutralization: HX + OH- -> X- + H20
The OH- comes from the strong base ionizing completely in water. The HX is the weak acid.<br>
3. Calculate [HX] and [X-] after reaction.
4. Use Ka, [HX], and [X-] to calclate [H+]
5. Calculate pH from [H+]</p>
<p>You can always use the Henderson Hasselbalch equation:
pH = pKa + log([base]/[acid])
pKa = -log(ka)</p>
<p>How to do titrations with a strong acid and strong base:
1. Convert to moles
2. Neutralization: H+ + OH- -> H20
The H+ comes from the strong acid ionizing completely in water. The OH- comes from the strong base ionizing completely in water.
3. Calculate [H+] and [OH-].
4. Calculate pH from [H+]</p>
<p>scareya~how do you use the henderson equation? This is what I did but I came out with a different answer than using the ice diagrams. (by the way, I got 5.5 for the PH. I used like 15 sig figs.)
pH = pKa + log([base]/[acid])
[base]= (.15 M*.005 L)/.055L= .013636
[Acid]= (.10 x .05L)/.055 =.090909
= -log[1.8 x 10^-5.]+ log ( .013636/.090909)
= 3.92
I don't know how that works out. Please help. </p>
<p>For sig figs:
for division and multiplication, I remember that LESS always wins
e.g 12.000 (5 sig figs) x 1.0 (2 sig figs) = 12 (2 sig figs)</p>
<p>For addition and substraction, I remeber that LESS always wins also. But this time it is the decimal place that counts.<br>
e.g. 12.000 (3 decimal places) + 1.0 (1 decimal place)= 13.0 (1 decimal place) </p>
<p>I guess LESS always wins in sig figs </p>
<p>My question:
Which of the following species is amphoteric?
A) HNO3
B) HC2H3O2
C) HSO4
D) H3PO4
E) ClO4</p>
<p>sristi: I think you are using the wrong concentrations for the acid and base.</p>
<p>I think you were using the initial concentrations in the HH equation, which is incorrect.</p>
<p>pH = pKa + log([base]/[acid])</p>
<p>pKa = -log[1.8 x 10^-5]
[base] = 0.01361 M
[acid] = 0.00727 M</p>
<p>pH = 5.03</p>
<p>The HH equation only allows you to bypass the last 2 steps, which are the equilibrium and pH calculation. It combines both of those steps together.</p>
<p>An amphoteric species is one that can act both as an acid or base depending on the situation. Water is a perfect example of a amphoteric species. It acts like an acid when it is put in a basic solutions and a base when put in a acidic solution. </p>
<p>It has to do with the molecular structure...I'll make a post if I can figure it out.</p>
<p>130 has 2 sig figs. i forgot to add, you can buy an Application for the texas instrument graphing calculators which does sig figs. It came with my TI 84 silver.
Anyone else want to answer my question. It is not correct</p>