pH is measured for acids and is a negative logarithm of [H+] concentration.
Similarly , pOH is measured for bases & is a negative logarithm of [OH-] concentration.
pH scale has been given by Sorensen & extends values from 0 to 14. That means no solution or a solvent can have pH/pOH values less than '0' or greater than '14'.
Therefore , we write as pH + pOH = 14
Temperature given in all the questions is 25°C , which is room temperature .. so nothing to worry about.
Solution
1) pH = log 1/ [H+]
As given [H +] = 2.7× 10-6
pH = log 1/ 2.7×10 -6
= log 106 / 2.7
= 6 log 10 - log 2.7
= 6×1 - 0.43 { log 10=1 & log 2.7 = 0.43 }
= 6- 0.43
= 5.57
Therefore pH = 5.57.
Note : In logarithms , there are formulae
log mn= n log m
&. log m/n = log m - log n.
To find out pOH , let's lee this simple formula
pH + pOH = 14
Substituting pH , we have
5.57+ pOH = 14
pOH = 14- 5.57
pOH = 8.43
Now , to find out [ OH -] , let's use the formula
pOH = log 1/[ OH -]
(or) [OH -] = 10 -pOH
Upon substituting pOH as 8.43 , we have
[OH -] = 10 -8.43
= 3.7153
2 ) Given [OH-] = 6.5× 10-9
First , let's find out pOH
pOH = log 1/ [OH- ]
= log 1/ 6.5× 10-9
= log 109 - log 6.5
= 9 log 10 - log 6.5
= 9- 0.81
POH = 8.19
Now as we know
pH + pOH = 14
Therefore ,
pH + 8.19 = 14
pH = 14-8.19
pH = 5.81
Finally ,
[ H+] = 10 -pH
= 10 - 5.81
= 1.548
3) Given pH = 1.86
& We know
pH+ pOH = 14
1.86 + pOH = 14 .
pOH = 14- 1.86
= 5.81
& Then , [ H+] = 10-pH
[ H+ ] = 10 - 1.86
= 0.0138
[OH-] = 10 - pOH
= 10 - 12.14
= 7.244
4) Given pOH = 10.20
pH + pOH = 14
pH = 14- pOH
= 14- 10.20
= 3.8
& [ H+ ] = 10 - pH
= 10 - 3.8
= 0.00015
= 1.5× 10 -4
[ OH - ] = 10 - pOH
= 10 - 10.20
= 6.309
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