The pH value for 1/1000 N-KOH solution is :
(a) 3
(b) 10⁻¹¹
(c) 1
(d) 11
Answers
Answered by
1
⊱ ───── {.⋅ ✯ ⋅.} ───── ⊰
━━━━━━━━━━━━━━━━━━━━━━
✏ Option [D ] is Correct
➾This a 100% error free answer
➾This option seems correct to me so I have taken it as the correct option.
➾If you have liked it thank me and take it as the Brainliest Answer
➾Hope This Helps You
━━━━━━━━━━━━━━━━━━━━━━
⊱ ───── {.⋅ ✯ ⋅.} ───── ⊰
Answered by
5
hi friends.....
your answer is (d) 11
explanation......
pH=11.
We know that due to the autoprotolysis reaction of water,
[H3O+][HO−]=10−14⋅mol⋅L−1 under STANDARD conditions…
We take logs of BOTH sides…and we get the expression…
14=−log10[H3O+]−log10[HO−]
Equivalently…14=pH+pOH…because pH=−log10[H3O+] etc…you know the drill…
Now here we are given that [KOH(aq)]=[HO−]=10−3⋅mol⋅L−1.
And thus pOH=−log1010−3=−(−3)=+3…and so pH=14−3=11
hope it helps..........
your answer is (d) 11
explanation......
pH=11.
We know that due to the autoprotolysis reaction of water,
[H3O+][HO−]=10−14⋅mol⋅L−1 under STANDARD conditions…
We take logs of BOTH sides…and we get the expression…
14=−log10[H3O+]−log10[HO−]
Equivalently…14=pH+pOH…because pH=−log10[H3O+] etc…you know the drill…
Now here we are given that [KOH(aq)]=[HO−]=10−3⋅mol⋅L−1.
And thus pOH=−log1010−3=−(−3)=+3…and so pH=14−3=11
hope it helps..........
Anonymous:
Dear Hari , if you satisfied, plz mark as brainliest....
Similar questions