- Joined
- Jan 24, 2008
- Messages
- 168
- Reaction score
- 0
- Points
- 0
- Pre-Dental
Determine the pH of a 1.3*10^-5M solution of H3BO3(ka=5.4*10^-10)
a.2.4
b.4.8
c.5.2
d.6.4
e.7.1
Thanks.
By the way,I have the answer, I just need explanation.
Determine the pH of a 1.3*10^-5M solution of H3BO3(ka=5.4*10^-10)
a.2.4
b.4.8
c.5.2
d.6.4
e.7.1
Thanks.
By the way,I have the answer, I just need explanation.
haha sorry i went to go eat at this nice Indian buffet place haha i feel really tired tho, indian food is heavy and makes me sleepy hahaha
Anyways back to the question:
they give you Ka, and an Acid (H3BO3) so it will dissociate as follows:
H3BO3 ---> H+ + H2BO3-
Now figure out your Ka formula which is products over reactants...
Ka = [H+][H2BO3-]/[H3BO3]
Now just plug in the knowns vs unknowns:
5.4*10^-10 = x^2/(1.3*10^-5M)
x = 8.4 x 10^-8, this is your H+ concentration and also H2BO3- concentration because they both equal to x
So now take the H+ concentration and find pH because the negative log of Ka is the pH
pH= 8 - log 8 = 7.1
Basically log 10 = 1 and log 1 = 0 so log 8 will be closer to 1 than zero...
Hope that helps
How do you do this step without a calculator?
Thanks
I got the formula and everything right on the calulator, but how do you guys do that first step
5.4*10^-10 * 1.3*10^-5
on paper.
Multiply the numbers and add the sci notation.
5.4*1.3= apx 7
and add the sci notation -10 + -5 = -15
Is that how you guys do it?
Determine the pH of a 1.3*10^-5M solution of H3BO3(ka=5.4*10^-10)
haha sorry i went to go eat at this nice Indian buffet place haha i feel really tired tho, indian food is heavy and makes me sleepy hahaha
Anyways back to the question:
they give you Ka, and an Acid (H3BO3) so it will dissociate as follows:
H3BO3 ---> H+ + H2BO3-
Now figure out your Ka formula which is products over reactants...
Ka = [H+][H2BO3-]/[H3BO3]
Now just plug in the knowns vs unknowns:
5.4*10^-10 = x^2/(1.3*10^-5M)
x = 8.4 x 10^-8, this is your H+ concentration and also H2BO3- concentration because they both equal to x
So now take the H+ concentration and find pH because the negative log of Ka is the pH
pH= 8 - log 8 = 7.1
Basically log 10 = 1 and log 1 = 0 so log 8 will be closer to 1 than zero...
Hope that helps
I just multiplied it out. 5.4 x 1.3 = 6.02 which i rounded to 6. Add the exponents = 6 x 10^-15 = x^2
x = sqrt( 60 x 10^-16)
= 4sqrt15 x 10^-8
x = [H+] so find a choice with a pH in the 7 range. E is the closest option.