1. The buffer solution is prepared by mixing benzoic acid and sodium benzoate.
Use the Handerson-Hasselbalch equation to determine the number of moles of the salt needed to produce the buffer solution with the desired pH.
Ka of benzoic acid= 6.4*10-5
therefore pKa= -log(Ka) = -[ log(6.4*10-5)]= 4.20
The pKa value for benzoic acid is 4.20.
Moles of acid can be calulated by
nAcid=CM×V
nAcid=1.0 mol.L×0.500L
nAcid= 0.50
−−−−−−−−−−−−−−−−
Solve for the unknown mole of salt (nSalt), by using Henderson-Hasselblch equation
pH=pKa+log(nSalt/nAcid)
4.30=4.20+log(nSalt/nAcid)
log(nSalt/nAcid)=4.30−4.20
log(nSalt/nAcid)=0.10
nSalt/nAcid=10(0.10)
nSalt/nAcid=1.26
nSalt=0.50×1.1
nSalt=0.55 mol.
Therefore gram of sodium benzoate mSalt= mole* molecular wt.= 0.55mol.×144.11gmol.
mSalt≅79.26 gm
similarly gram of sodium benzoate mAcid= 122.12*0.55=67.166gm
2.
Benzoic acid dissociates:
HA(aq)⇌H+(aq)+A− (salt)
The no. H+ added is given by:
nH+= Conc× Volume= 1×25/1000=0.025
These H+ ions will be absorbed by the large reserve of salt ions shifting the equilibrium thus "buffering" the pH so that the no. of moles of salt remaining is given by:
nSalt−=0.55−0.025=0.525
Each mole of H+ added will form 1 mole of HA so no. moles HA formed =0.025
hence total moles of acid
nAcid= 0.50+0.025= 0.525
Hence
pH=pKa+log(nSalt/nAcid)
=4.20+log(0.525/0.525)
pH=4.20
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