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This is a continuation of the original General Chemistry Thread.
Flip the first equation to get CO2 -> C + 02 delat H=394. This gives you the conversion of diamond to graphite. Since heats of reactions are additive in exactly the same way that the reactions they belong to are additive -396 + 394 = -2 per mole x 2 mole = -4
Hope that helps!
Once again, i dont mean to be so annoying, but what about the above equation for calculating the change in enthalpy? (change of)H= (change of)Hproduct - (change of)Hreactants?
according to this equation, the reactant is subtracted from the product, and so shouldnt graphite be subtracted from diamond?
How is it possible that "formation of liquid water" is more exothermic than "formation of water vapor"?
exothermic - a process that releases energy
endothermic - a process that absorbs energy
Your question doesn't really make sense for the reasons I'll state in the next paragraph. I'll clarify the matter for you as best I can though.
Formation of liquid water from vapor is exothermic. Formation of liquid water from ice is endothermic. Formation of water vapor from liquid water can only be endothermic. Please absorb this and restate your question precisely so we can clear this up for you.
If your question is the one I'm guessing it is you'll be able to tell by this answer: When you vaporize water you are breaking hydrogen bonds. That takes a lot of energy. When you melt ice you are breaking ionic bonds but you are making hydrogen bonds...since breaking bonds is endothermic and making bonds is exothermic the two balance out better so you have a lower amount of latent heat necessary to convert ice into water than you do to convert water into vapor.
for formation of water vapor...dont u mean: H2O(l)-> H2O(g)Formation of liquid water, you are going from H2 (g) + O2(g) -> H2O(l) enthalpy = -68 kcal/mole
Formation of water vapor, you are going from H2O(g) -> H2O(l) enthalpy = -10
This is because the bonds in H2O don't release as much energy as H2(g) and O2(g)
Notice that H2 (g) + O2 (g) -> H2O (g) has enthalpy = -58
Hope that clears it up!
for formation of water vapor...dont u mean: H2O(l)-> H2O(g)
but i get it now...thnx
exothermic - a process that releases energy
endothermic - a process that absorbs energy
I'm like totally confused on this too
Campbell says salt is not a molecule because it doesn't have a definite size / number of atoms and that in order for something to be a molecule it needs to be covalently bonded (hence no anions or cations)
.... Go figure...I always thought it to be a molecule
I need help understanding this equation as it relates to force attraction of an ionic bond:
=R(n+e)(n-e)/d2
can't find it anywhere
any help would be appreciated
did a few searches, but couldn't find an answer for this.
Let's say you have the # of moles. You multiply that # with Avogadro's #, and your answer is the # of atoms.
But your answer could also be the number of molecules.
So does that mean that the # of atoms equals the # of molecules?
Sorry if it's s stupid question. I'm just not getting this.
Thanks in advance.
that is a good question, everyone wonders that at some pointno, good question though. I too had trouble understanding this before, but basically, avogardo # is :
1) # of atoms in a single molecule in your sample
OR
2) # of mols in a single molecule in your sample
avogardo # is usually used as a conversion aid in order to eliminate all unwanted units and get the desired unit.
Sorry, I hope I helped a bit. So yes, just use it for the # of atom or the # of mols.
that is a good question, everyone wonders that at some point
yeah, exactly! try to think of avogadro's number just as a number. for example, we can talk about a dozen molecules, a dozen moles, or a dozen atoms. similarly we talk about 6.022x10^23.
so, you could use this number to determine the number of molecules in a mol or the number of atoms in a mol.
i hope that helped too...
lol...i knew that was what you meant to say. you just mixed it upoh yeah, I am sorry, I was wrong. the person above me is right.
here is a revision of my answer:
avogardo # is:
1) # of atoms in a single mole in your sample
OR
2) # of molecules in a single mole in your sample
I'm sorry , thanks
lol...i knew that was what you meant to say. you just mixed it up
but yes, what armymt said.
no, good question though. I too had trouble understanding this before, but basically, avogardo # is :
1) # of atoms in a single molecule in your sample
OR
2) # of mols in a single molecule in your sample
avogardo # is usually used as a conversion aid in order to eliminate all unwanted units and get the desired unit.
Sorry, I hope I helped a bit. So yes, just use it for the # of atom or the # of mols.
that is a good question, everyone wonders that at some point
yeah, exactly! try to think of avogadro's number just as a number. for example, we can talk about a dozen molecules, a dozen moles, or a dozen atoms. similarly we talk about 6.022x10^23.
so, you could use this number to determine the number of molecules in a mol or the number of atoms in a mol.
i hope that helped too...
Thank you both for your replies. They make a lot of sense. I've been googling this and I couldn't seem to get a hold of the right info. Thank you so much!
lol...i knew that was what you meant to say. you just mixed it up
but yes, what armymt said.
New question, copied from Boneshaw35
"if you have ZnCl3.OH what is the oxidation number of Zn. Didn't know how to handle the .OH part"
How do you approach the radical oxidation number?
This problem is similar to the one that appeared on the MCAT. Unfortunately, I don't have the answer. If we ignore the radical, then Zn would be +4, =) , because O has -2, H +1, Cl -1 X3. So I still don't know if we should ignore the radical?
I assume that molecule is essentially Zn with three Cl in polar covalent bonds around it, with a charge of +, and OH-. Zn has a very low electronegativity so its bonds with both Cl and O are polar covalent or ionic. The period is kinda weird - I've never seen that before.
For oxidation numbers, just do Zn last. O is 1- and each Cl is 1-, so that's 4-. H is 1+, so for the compound to be neutral (though technically it splits into its ions readily), Zn must be 3+.
Thank you for reply and the reference, Kaustikos .
So, O normal is -2; but because of the radical, O is now -1 (because it lost an electron), which makes Zn +3. Anyone want to support this? I hate to see one like this on my next MCAT and put down the wrong answer.
Was also wondering if someone could help me out here.
Ca(OH)2 has approximately the same Ksp as CaSO4. Which of them has the greater solubility in terms of mol L-1?
(A) They both have the same solubility.[x]
(B) Ca(OH)2[x]
(C) CaSO4[x]
(D) It depends on the temperature at the time. [x]
INCORRECT:
Your Answer: C
Correct Answer: B
Here's how I thought about this:
Let's assume that Ksp = 0.5 for example
that would mean that for CaSO4, s=the square root of 0.5 which means s=0.7.
For Ca(OH)2, s=the cube root of (Ksp/4), so s= 0.5
since "s" is higher for CaSO4, then the solubility of CaSO4 would be greater, which means the answer is C. Why is it telling me that my answer is wrong though? Am I missing something?
Thanks in advance
Was also wondering if someone could help me out here.
Ca(OH)2 has approximately the same Ksp as CaSO4. Which of them has the greater solubility in terms of mol L-1?
(A) They both have the same solubility.[x]
(B) Ca(OH)2[x]
(C) CaSO4[x]
(D) It depends on the temperature at the time. [x]
INCORRECT:
Your Answer: C
Correct Answer: B
Here's how I thought about this:
Let's assume that Ksp = 0.5 for example
that would mean that for CaSO4, s=the square root of 0.5 which means s=0.7.
For Ca(OH)2, s=the cube root of (Ksp/4), so s= 0.5
since "s" is higher for CaSO4, then the solubility of CaSO4 would be greater, which means the answer is C. Why is it telling me that my answer is wrong though? Am I missing something?
Thanks in advance
fileserver said:You forgot to multiply the s by 2.
Ksp of ca(oh)2 = x(2x)^2=4x^2; after you solve for x, you get x. But [OH]=[2x] as in the equation, so you have to multiply by 2.
Hey these two questions have really been bugging me:
1. Say we have a solution of pH 11, then if I make a 100 fold dilution with pure water what will be the pH? Using the equations for conc H+ I find that the conc of H+ decreases by 100 times so then the pH should be 13. But, the answer is that the pH is 9. I don't get how this works out mathematically???
2. How can I determine the oxidation states of C and N in cyanide (CN-) with some kind of rule. The rule I use with electronegativities and such leads me to the answer that C has +2 and N is -2 which cant be right due to the -1 overall charge...I looked this up and the answer is C +2 and N -3 but how can we get this with some rule???
Hey these two questions have really been bugging me:
1. Say we have a solution of pH 11, then if I make a 100 fold dilution with pure water what will be the pH? Using the equations for conc H+ I find that the conc of H+ decreases by 100 times so then the pH should be 13. But, the answer is that the pH is 9. I don't get how this works out mathematically???
2. How can I determine the oxidation states of C and N in cyanide (CN-) with some kind of rule. The rule I use with electronegativities and such leads me to the answer that C has +2 and N is -2 which cant be right due to the -1 overall charge...I looked this up and the answer is C +2 and N -3 but how can we get this with some rule???
Hey these two questions have really been bugging me:
1. Say we have a solution of pH 11, then if I make a 100 fold dilution with pure water what will be the pH? Using the equations for conc H+ I find that the conc of H+ decreases by 100 times so then the pH should be 13. But, the answer is that the pH is 9. I don't get how this works out mathematically???
2. How can I determine the oxidation states of C and N in cyanide (CN-) with some kind of rule. The rule I use with electronegativities and such leads me to the answer that C has +2 and N is -2 which cant be right due to the -1 overall charge...I looked this up and the answer is C +2 and N -3 but how can we get this with some rule???
Is it possible the answer's wrong for the fist one? Calculating it out, 11 = -log(x), x = 10^-11. Dilute by 100, x = 10^-13 so unless I'm missing something pH should be 13 as you said. Furthermore, if you dilute an acid how does it become more acidic (9)? It should become more basic (13). Perhaps someone else can chime in.