Wednesday, March 16, 2011
3.15.11
Monday, February 7, 2011
2/7/2011
First start with what you are given 1.0 grams of H2 multiply that by 1 mole over 2 grams of h2.(2 grams comes from finding the mass of H2). Next use the moles from the equation. Which would be 2 Mols of H20 over 2 moles of H2.(You dont get moles of 02 but H20 for both problems0. After doing the math you should get 0.5 mols of H20. Next is doing the second part except backwards. Start with 1.0 grams of 02 this time and to the same math. You would get .0625 mols of H2O. This would mean 02 is the limiting reactant because it is the lowest.
The problems get more complex like instead of moles you have to convert to grams so you just add and extra step add the end. whatever the grams of the elemt you are trying to find over 1 mol. Thats basiclly it. You are given two reactants and you have 2 problems. Just remeber to use the mole of the equation in the problems for the mass produced.
Homework-page 27 #2,page 29 #2 pages 30 and 31
Next scriber-Rachel Mitchel
Thursday, February 3, 2011
2/3/11
Today In Class- We went in further in the unit, this time we learned about solving for Density.To figure out how to solve for the Density of X, you need to first figure out the "given" of the object. For example, on page 23,
#1 a) What mass of oxygen is required to produce 65g of CO2?
b) If the density of O2 is 0.00143 g/ml, what volume of oxygen is this?
When figuring out the density of a problem, you DO NOT do anything different all you do is add one more step into the equation and then solve.
another example is on page 24, #3
Homework-Page22., Page 23. #2c, Page 24. 4 &5
Monday, January 31, 2011
Saturday, January 29, 2011
Friday, January 28, 2011
Today in class : Today in class we learned stoichiometry. The basic idea is to use a balanced equation to figure out how much of one substance you would need to react with another. The simplest way to explain it is with the sandwich analogie. Lets say the basic recipe for a ham sandwich is 2 pieces of bread (B), 1 piece of cheese (C), and 3 pieces of ham (H). This equation would look like this: 2B+C+3H -> BCH. Using this equation we could find out how many sandwiches we could make with 6 pieces of ham or how many pieces of cheese we need if we have 14 pieces of bread. With the same equation we could also figure out how many pieces of bread we would need for 3 sandwiches. With smaller and more basic numbers like these we can solve the equation in our heads without much effort; however, when we have larger amounts like 33 pieces of ham these equations become more difficult. If we were trying to find out how many pieces of bread we need with those 33 pieces of ham we would have to multiply it by the ration of bread to ham given to us in the original equation. In this case it is 2 pieces of bread over 3 pieces of ham. In order to solve this we need to take the starting information of 33 pieces of ham and multiply it by the ratio 2 pieces of bread over 3 pieces of ham. It is important to remember that when you set up the problem that the same units always cancel out. That is why the 3 pieces of ham must be on the bottom in order to cancel out the 33 pieces of ham given to us in the starting piece of information. Now in chemistry, instead of sandwich ingredient we use molecules and elements. The ideas however are exactly the same. Take a balanced equation and use the information given to find the amount needed to cause a chemical reaction. We also learned how to find the exact mass of elements that we would need in order to cause a reaction. Back to the sandwich analogise, if a piece of bread weighs 2 grams, a piece of cheese weighs 1 gram, and a piece of ham also weighs 1 gram then we can find out the weight of a sandwich ingredient needed to make the sandwich. If we had 2 grams of cheese, in order to find the amount of ham needed we would multiply the starting amount by the amount of cheese needed to make 1 sandwich which is 1. So 2 grams of cheese equals 2 pieces of cheese. To convert that to ham we would multiply that by the ratio of ham to cheese 3pieces of ham over 1 piece of cheese. this gives us 6pieces of ham because the cheese cancels out. Finally to find the amount of ham in grams we simply multiply the 4 pieces of ham by the 1 gram each piece of ham weighs. When you put all this together you it ends up meaning that for 2 grams of cheese you need 6 grams of ham to make the sandwiches. Again, in chemistry we use the same concept but instead of grams of ham we use the molar masses to find the amount of a substance needed to cause a chemical reaction.
Homework : Pages 15 and 17
Thursday, January 27, 2011
Wednesday, January 26, 2011
Wednesday, January 26, 2011
Tuesday, January 25, 2011
Tuesday, January 25, 2011
Monday, January 24, 2011
1/24/11
Today In Class- Today in class, after rejoining us to the class again and welcoming any new students, we were introduced to the mol. A mol is 6.02 x 10 to the 23rd power. We were also told that a pair=2 and a dozen=12. Then we did a lab that worked on using Unit Analysis for finding the number of atoms in a certain number of grams, the number of grams in a certain number of mols, and the number of mols in a certain number of grams. An example of a question for finding the number of grams would be: How many grams would 3.01 x 1023 atoms of Al (26.98 grams) be? 3.o1 x 1023 atoms x 26.98 g
6.02 x 1023 atoms
Then you would cancel out atoms and do the math.
Homework- Finish the lab. We're going over it in class if you have any questions.
THE NEXT SCRIBER WILL BE....... paul mcmahon
Thursday, January 20, 2011
Sunday, December 12, 2010
10-12-2010
We will be having our second quiz next week, test on Thursday, and a party on Friday
Today we did a single replacement reactoins lab. We had four substances: Mg(NO3)2, Cu(NO3)2, Zn(CO3)2, and Ag(NO3)2. We also had three metals: Zinc, Magnesium, and Copper. We tested all three metals reactions in all four substances. Our goal was to put in order the most reactive metal to the least reactive metal. In addition, we know that all chemical reactions between the metals and substances were to be considered single replacement reactions were one element takes another's place. We made a data table to find the most reactive. We found four single replacement chemical reactions and we solved and balanced their outcomes:
Zn+Cu(NO3)2=Zn(NO3)2+Cu
Zn+Ag(NO3)2=Zn(NO3)2+Ag
Mg+Cu(NO3)2=Mg(NO3)2+Cu
Mg+Ag(NO3)2=Mg(NO3)2=Ag
Then we concluded that Magnesium was more reactive than Zinc because it had more violent reactions with the substances. So the order was Magnesium, Zinc, and Copper.
Peteri
Chemical Reactions
Scribepost
Chem2010-2011
Wednesday, December 8, 2010
12/8/10
- Quiz tomorrow on balancing
- Possibly a quiz on Friday so be ready
- Test on the last Thursday before break
What We Did In Class
Today in class we first went over the homework we had the night before, which was pages 8 and 9. If you didn't do it, you probably should. It's good practice. We asked questions about it in class and got many questions cleared up. We then basically reviewed of what we learned yesterday, and elaborated more on each subject. We went over single replacement (p. 13), double replacement (p. 14), Decompostion (p. 15), synthesis (p. 16 &17), and Combustion (p. 17).
Before I describe anything we did today for you, I want you to know 1 trick that is needed every time this happens. Whenever the elements Hydrogen, Oxygen, Nitrogen, Chlorine, Bromine, Iodine, and Florine appears alone in an equation, always put a 2 after it. This is how it is used in nature so it is needed in the writing part too. A way to remember this is HONClBrIF and sound it out.
When going over single replacement, you need to find out which elements are positive or negative ions. If there are 2 positives and 1 negative, then you switch the negative from the one positive to the other. And then of course, balance it out. For example, if you had the formula: ZnS+ O2--->_____. Zn is positive, S is negative, and O is negative. So therefore, on the other side, it would be ZnO2 +S. But then you would have to balance it. So on the right side it would be 2ZnO because on the left it says there are 2 atoms of O (O2). And since I had to change that on the right, on the left it would be 2ZnS, which means on the right I would change it to 2S.
For double replacement, you do the exact same thing as single, except there will be 2 positive ions and 2 negative ions. So you would just swap them and balance them out again.
When doing decomposition, one compound splits up into 2 different ones. For example AB---> A + B. When using elements, an example would be HgO---> Hg + O2. or MgCl2---> Mg + Cl2. Make sure to balance them at the end.
Synthesis is the exact opposite of decomposition. Just put them back together. A + B---> AB. An example using elements would be K + Cl2---> KCl. Mg + O2---> MgO. Make sure that they're balanced at the end.
Finally, we have combustion. This is when there is a carbon atom, hydrogen atom, and oxygen atom all in the same equation. The answer for every single one would be CO2 + H2O no matter what. But the hard part about this is balancing them out. The easiest and smartest way to do this is by using the CHO rules. This is the order of balancing out the equation. Carbon, Hydrogen, and Oxygen. CHO. You won't forget.
Homework:
Page 10 in your journal
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THE NEXT SCRIBER WILL BE........... VIT
Tuesday, December 7, 2010
Chem thinks tomorrow.
HomeWork
NONE
Body
In class today we started our new unit that has to do with Atom counting and balancing atomic equations. First is Atomic counting, it is something that we did in the begging of the year if you have an equation with 2c + 2H2 you draw two seperate C's and draw two H's together and have two of those. We also learned atomic counting, a couple examples of this are
1. 3 N2O + N2 N: 8 O: 3
2. 5 Ca(NO3)2 + 2 O2 Ca: 5 N: 10 O: 34
3. 5 C3H8O + 3 CO2 C:18 H:40 O: 11
The first number tells you how many molecules there are, the next number tells you how many of that type of atom are in that molecule. So you do the math from there.
The last thing we learned is balancing atomic equations. For example: 4 Li + 02-------2 Li20, you first find how much of each atom is in the both sides of the equation to see if there even, so in the equation above, there is 4 Li on the left side and 4 on the right, there is 2 O on the left and 2 O on the right, so this equation is right already you just have to show how you counted them. There are equations where you must show work: example: Al + Pb(NO3)2----- Al(NO3)3 + Pb, so your first step is to see how many Al are on each side, which they are equal.. so then you take the next atom which is Pb, that is equal.. so then you take the next atom which is NO3 and they are not the same, so you have to multiply the right side by 2 and the left by three, which makes it uneven again because the left side has 3Pb now so you have to multiply the left sides Pb by 3, and it is still uneven because the right side had 2 Al so you have to multiply the left sides Al by 2.. so your final equation is... 2Al + 3Pb(NO3)3----- 2Al(NO3)3 + 3Pb. And that is how you do balancing... you can do extra work on pg. 8 and 9
the next scriber will be..... Robert Maxwell Cohen.
Monday, November 22, 2010
11/22/2010
Homework- Do the analysis questions from today's lab. Look over your labs to study for the test.

Thursday, November 18, 2010
11/18/10

Tuesday, November 16, 2010
11.16.10

Monday, November 15, 2010
Monday, November15, 2010

