XX you see, we XXX 10^-X XXX XXX XX X+.
Since XXXXXXX XXXX adjust XXX equilibrium XXXXXXX XX the new X+ (XXXXXX ion XXXXXX), we need to use XXX XXXXXXXXX Hasselbach equation:
XXXX XX XXX form you XXXX, XXX we'XX going XX use the more XXXXX XXXX since we don't know how XXXX H+ XX XXXX in the first XXXXX (only how XXXX XX XXX adding). Why don't XX XXXX? XXXXXXX, XXXX XXXX XXXX any equilibrium XXXXXXXX, if you add a XXXXXXX, the reaction XXXX lean towards the reactants. The addition of X+ XXXXX XXXXXXX XXXX XXXX XXXX XXXX of the H+ it has (XXXXX on XXX Ka XXXXXX). XXXX's the "pure"/XXXXXXXX XXXX XX XXX XXXXXXXX above:
XXX's use x in places XXXXX we XXX XXX XXXXXXXXXXXXXX XX XXXXXXX. XXXXXXXXXX, at XXXX XX, XXXXXXX XXXXXXXXXXXXX in a XXXXX X:1 ratio (we XXX XXXXXXXXXX XXX XX XX):
Solving for x, XX XXX 0.XXXXX (N.B.: you'll XXX two values, but you XXX't have XXXXXXXX moles). We'XX XXX XXXX. XXXX XX how many X+ is given XX glycine. As you XXX XXX XXXX XXX XXXXXXXX above, total X+ is x + 10^-X
So XXX, XXXXX step, we XXXXX for XXX number XX H+:
XXX don't forget! There's a new XXXXXX! XX doesn't XXXXXX XXX much, XXX better safe than sorry:
XXX should get 3.XX as XXXX new pH.