00:01
Hello students, given data in this question pka1 equal 1 .23, pka2 equal 4 .19 are given for diprotic oxalic acid.
00:10
Molarity of oxalic acid given is 0 .0349 molar.
00:14
The objective of this question is to find the ph of the given solution.
00:20
So let's calculate the hydronium ion concentration from pka1 and pka2 first to find the ph.
00:29
Ionization of oxalic acid gives h2c2o4 plus h2o ionizes to h3o plus plus hc2o4 minus.
00:38
Initial concentration given is 0 .0349 molar.
00:43
So at equilibrium concentration will be 0 .0349 minus x.
00:49
Now equilibrium constant is given by ka1 equals h3o plus concentration into hc2o4 minus concentration divided by h2c2o4 concentration.
01:02
Now substituting the values 1 .23 equals x square divided by, so here concentration of this is x and concentration of this is also x.
01:15
So this will become x square and concentration of this is 0 .0349 minus x.
01:23
So x square by 0 .0349 minus x.
01:29
So this implies 1 .23 into 0 .0349 minus 1 .23x equal to x square.
01:40
So this implies x square plus 1 .23x minus 0 .0429 equal to 0.
01:54
Now upon putting quadratic formula that is x equal to minus b plus or minus square root of b square minus 4ac by 2a.
02:04
So in this expression a is 1, b is 1 .23 and c is minus 0 .0429.
02:10
Now substituting we have x equals minus 1 .23 plus square root of 1 .23 square minus 4 into 1 into minus 0 .0429 divided by 2 into 1.
02:34
So we have to solve for x.
02:35
So on solving we get x equal to 0 .033.
02:43
Now so we got h3o plus concentration equals x that is 0 .0339 molar.
02:56
Now ionization of oxalic acid gives h2c2o4 minus plus h2o ionizing to h3o plus plus c2o4 minus.
03:07
Initial concentration is 0 .0339 molar and at equilibrium concentration becomes 0 .0339 minus y.
03:19
Now equilibrium constant ka2 equals h3o plus concentration into c2o4 2 minus concentration divided by hc2o4 minus concentration...