XX you XXX, we XXX 10^-X XXX XXX of X+.
Since XXXXXXX XXXX XXXXXX XXX equilibrium XXXXXXX of XXX new H+ (common ion XXXXXX), XX XXXX XX XXX XXX XXXXXXXXX Hasselbach XXXXXXXX:
This XX XXX XXXX you know, XXX XX're XXXXX XX use the XXXX basic form since XX XXX't know how many H+ we have in the first XXXXX (XXXX how many XX XXX adding). Why don't we know? Because, XXXX XXXX with any equilibrium reaction, if you add a product, the XXXXXXXX XXXX XXXX towards XXX XXXXXXXXX. XXX addition of H+ means glycine XXXX XXXX XXXX XXXX of XXX H+ it has (XXXXX XX XXX Ka XXXXXX). XXXX's the "XXXX"/XXXXXXXX XXXX of the equation above:
Let's XXX x in XXXXXX XXXXX XX XXX XXX XXXXXXXXXXXXXX XX XXXXXXX. Thankfully, XX XXXX pH, XXXXXXX XXXXXXXXXXXXX in a XXXXX X:1 ratio (XX are converting pka XX ka):
XXXXXXX XXX x, XX get X.XXXXX (N.B.: you'll XXX two values, but you XXX't XXXX negative XXXXX). XX'XX not XXXX. This is how many X+ is given by glycine. As you XXX see XXXX XXX equation XXXXX, XXXXX H+ XX x + 10^-X
So now, XXXXX step, XX XXXXX for the number of H+:
XXX XXX't XXXXXX! XXXXX's a XXX volume! It doesn't matter too much, XXX better XXXX than sorry:
XXX XXXXXX get 3.XX as XXXX XXX XX.