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This is a cooperative effort of our period 3 class to document what occurs in class on a daily basis. This is "our book", written by us, for us (and for whomever else stops by). Each day, one student is the "scribe". Before the next class, that student "adds a post" in which he/she explains what happened in class. Concepts must be explained and documented. Examples, diagrams, graphs, scanned worksheets, links, photos or videos (taken with a camera or cell phone) can be included.
We started the day with a goal. That goal was to be able to improve and perfect our skills in balancing redox equations. We were reminded to always keep the halfsheet in mind when attempting to balance the redox equations. The halfsheet states six steps which are needed to balance those equations. (listed below)
STEP 1: Use oxidation numbers to identify which species is oxidized and which is reduced. STEP 2: Write separate equations for the two half-reactions.
STEP 3: Balance each half-reaction.
a) Balance the elements other than H and O.
b) Balance O by adding H2O.
c) Balance the H by adding H+.
d) Balance charge by adding electrons (e-) to the side that is realtively more positive.
STEP 4: Multiply each half-reaction by an integer so that the electrons (e-) in each equation balance.
STEP 5: Add the two half-reactions, canceling identical specis wherever possible.
STEP 6: CHECK THE EQUATION, making sure both the elements and the charge are balanced.
Using this half sheet, we went over packet page number 4.
Example, letter C:
Zn + [NO3]- --> [NH4]+ + [Zn]2+
First, we have to observe and find out “what” is turning into “what.” For this problem, the Zn would be turning into [Zn]2+ and the [NO3]- would be turning into [NH4]+. After that is decided, you need to separate those elements in to two half-equations. You have now completed steps 1&2 from above. To accomplish the third step above, you need to balance everything including the charges of the two half-equations. For the first half equation (Zn-->[Zn]2+), you need to balance the charge. By doing this, you would add two electrons to the right side which makes both Zinc elements have a charge of 0.
The balancing of the other half-equation ([NO3]- -->[NH4]+) is more challenging. Since there is Oxygen molecules present on the left side, but not the right, you have to add H2O to the right side to balance out of the O molecules. In this case, you would add 3 H2O molecules, because there are 3 O molecules in NO3-. Also, since there are H molecules in NH4+ and H2O, you need to balance by adding H+ molecules to the left side. The 6 H molecules in H2O and the 4 molecules combine to a total of 10 H molecules on the right side, meaning you would balance the left side by adding 10 H+ molecules. The last thing that needs to be done to the second half-equation is balancing out the charge. You would need to add 8 electrons to the left side in order to balance the charge. All of these steps to balance the equation just cover step 3 from the above steps.
Lastly, we need to make sure the top reaction has an equal number of electrons to the bottom reaction. This requires us to multiply the entire top equation by four. After you multiply the top equation by four, you combine both of the equations together. The combined equation should be: 8e- + 10[H+] + 4Zn + [NO3]- --> [NH4]+ + 3H2O + 4 [Zn]2+ + 8e-. If there are “like terms” on opposite sides, you are able to cancel them out. For this instance, you cancel out the electrons, 8e-.
This leaves the equation as: 10[H+] + 4Zn + [NO3]- --> [NH4]+ + 3H2O + 4 [Zn]2+ as your answer for the complete balanced equation.
We finished more problems on this subject, but also moved on to packet page 6 which we were introduced to the topic of salt bridges. Salt bridges are added to provide a permeable membrane which allows a flow of ions between the half cells to prevent a buildup of net charge. Without salt bridges, the Zn in the example would diminish and buildup on the side of the Cu. This would make the battery go dead, becaues there would be no more reactant left (Zn) to keep the ions flowing. A picture of a salt bridge is below:
Today, class started off with Mr. H giving out a handout that dealt with titration curves. The worksheet was simply a review of what we had learned last Friday in class, but Mr. H felt we needed a review because weren’t quite able to fully understand the concept of titration.
On the first side of the sheet, we learned the concept of titration when a strong acid is mixed with a strong base. Similar to the lab we did the previous day, Mr. H talked to us about the procedure of adding base to an acid with a few drops of phenoplathian. What happens is as base is added to the aqueous solution it slowly reacts away with the H+ inside of the beaker. As soon as there is more OH-, then H+ in the beaker the solution would turn pink. At that point is when titration was reached. This gave a better explanation of what exactly happens when a solution is being titrated.
On the second side of the sheet, we learned about titration when a weak acid is mixed with a strong base. This was also similar to the lab. OH- is constantly added to the beaker as well, but the only difference in this case is that that point of titration is reached earlier. This is because less of the H+ dissolves inside of the phenoplathian. The solution turned to pink faster than when the strong acid and strong base were mixed with each other. Learning these two concepts gave an insight into how to complete the previous labs, and to understand the new lab, Ab7, we were going to do. Lab AB7 required us to find the molarity or concentration of an unknown substance.
During the lab, we had to perform the titration procedures using multiple trials. Almost the whole class finished with time left, so we went to the front of the classroom to discuss the results we got. The point of the lab was to use the basic formula of MaVa=MbVb. The concentration for the base was carried over from the averaged concentrations found in the previous lab. With that, we were able to find the concentration for the unknown substance.
Class ended at that point, and Mr. H reminded us of the 32 point WebAssign we had that was due tomorrow. We only have to get 22 points to get a 100 on the assignment.
We then turned to page #4 where we worked on #9 part a.
a. the first step is to write the equation
H2O + HCN <---> [H3O+] + [CN-]
I 2.0 0 0
C -x +x +x
E 2-x x x
Ka expression= ([CN-] x [H3O+])/[HCN]
Ka=6.2e-10=(x^2)/(2-x)=(x^2)/(2)-->(x^2)=1.24e-9
x=3.5e-5
This is when the 5% approximation comes into play. This says that since the value of x is so small that it can just be ignored in the 2-x part of the equation.
3.5e-5 M=[CN-]=[H3O+]
We then turned to page #6 to finish the table in probblem 12 and work on question #13
12. [H3O+] [OH-] pH pOH acidic or basic?
1.0e-2 1.0e-13 2.00 12.00 acidic
1.0e-11 1.0e-3 11.00 3.00 basic
1.0e-5 1.0e-9 5.00 9.00 acidic
1.0e-3 1.0e-11 3.00 11.00 acidic
1.0e-7 1.0e-7 7.00 7.00 neutral
2.0e-14 5.0e-2 13.70 0.30 basic
6.0 1.67e-15 -0.78 14.78 acidic
2.5e-15 4.0 14.60 -0.60 basic
13. a. [H+]= 2.0 M
pH= -log(2.0)=-0.30
b. [OH-]= 2.0 M
pOH= -log(2.0)= -0.30
pH= 14.30
c. [OH-]= 0.100 M
pOH= -log(0.100)=1.00-->pH=13.00
Review of the six strong basses:Li, Na, K, Ca, Sr, Ba