Reducing agents get oxidized! So, start off by assigning oxidation states (if you dont know how to do this watch chad's video on electrochem). You'll realize that Al goes from Al(s) --> Al+3.. it has LOST electrons and therefore got oxidized which means its the reducing agent (whoever invented that terminology is an idiot😀) Al(s) is the atom which is losing electrons in this reaction, not its partner on the other side.
My guess for the 2nd question is:
Basically we gotta start this problem by working backwards.
(mol HCl left over, after neutralization) / ( total volume) = [H+] = 0.01
[(1MHCl * a LHCl) - (0.02mol OH-)] / (a LHCl + 0.02 LNaOH) = 0.01
That equals 20.4, and the equation he used was the exactly the one that i used. You have to look at what you would normally do in a strong acid/strong base reaction. Both compounds dissociate completely, and the H+ and OH- react completely --> H20. When the limiting reagent is finished, the left over mols H+ or OH- ( in this case we know its H+ since the final pH=2) divided by your total concentration = [H+] which is 0.01 in this case (since pH=2) Look at my answer again and try to understand it by answering the following question.
Whats the pH of a solution of 20.4mL of 1M HCl and 20mL of 1M NaOH. The answer will obviously turn out to 2?
If you can answer that then you'll see how I derived my equation.
aha! i had the exact same question about the 2nd problem. i posted a thread here yesterday and someone answered it, but i am still a little confused. here is the link: http://forums.studentdoctor.net/showthread.php?t=657556
for the first problem, i don't think you can call a product an ox/red agent. those should always come from the reactants side... and then ditto what everyone else said...
That equals 20.4, and the equation he used was the exactly the one that i used. You have to look at what you would normally do in a strong acid/strong base reaction. Both compounds dissociate completely, and the H+ and OH- react completely --> H20. When the limiting reagent is finished, the left over mols H+ or OH- ( in this case we know its H+ since the final pH=2) divided by your total concentration = [H+] which is 0.01 in this case (since pH=2) Look at my answer again and try to understand it by answering the following question.
Whats the pH of a solution of 20.4mL of 1M HCl and 20mL of 1M NaOH. The answer will obviously turn out to 2?
If you can answer that then you'll see how I derived my equation.