An important application of this relation is its explanation of the effects of increased carbon dioxide levels on possible alkalosis in the plasma.
Indirectly, it can provide a ratio of ionized to non-ionized molecules of lysine. Depending on the situation in which it is used, one can invert the quotient used in its more complicated term or merely subtract that term instead. An important application of this relation is its explanation of the effects of increased carbon dioxide levels on possible alkalosis in the plasma. Derivable from the definition of the equilibrium dissociation constant, it is useful for calculating the effect of buffers. FTP, name this simple equation indicating that the logarithm of the quotient of a base and its conjugate acid plus its pKa is equal to its pH.
Indirectly, it can provide a ratio of ionized to non-ionized molecules of lysine.
Henderson-Hasselbalch equation