pH = -log(H^+)
Substitute and solve.
A Solution Has A PH Of 3.4.What Is Its Hydrogen Ion Concentration?
16 answers
45.1
0.000398
I put 45.1 as an answer to a different question. The real answer is 0.000398.
wsp
A solution has a pH 3.4 what is the hydrogen concentration
A solution has a pH of 3.4 whant is the hydrogen concentration
pH =-log (h+
pH =-log (3.4)
pH = -(3.4)
pH =-3.4
pH =-log (3.4)
pH = -(3.4)
pH =-3.4
The explanation is not clear
The pH of a given solution is 3.4. what's the ht
4*10^-4
Since pH is equal to _logbase10 (H +)
We have 3.4 =_log(h+)
There4 log [h+]=-3.4=-4.0+0.6=4.6
There4 [H+]= anti log 4.6
= 4*10^4 mol dm^-3
We have 3.4 =_log(h+)
There4 log [h+]=-3.4=-4.0+0.6=4.6
There4 [H+]= anti log 4.6
= 4*10^4 mol dm^-3
How do you solve for the H+ that gave you4.0+0.6 that's confusing
Did you just copy from New school chemistry, page 105? How did 3.4 become 4.6?
pH =-log (3.4)
Log10[H+]= -(3.4)
[H+] = antilog -3.4
= 0.000398 mol dm-3
Log10[H+]= -(3.4)
[H+] = antilog -3.4
= 0.000398 mol dm-3
please how did you get -4.0×0.6