PH =- log (6.2*10^-10) + log (base/acid) Ka for HCN is (6.2*10^-10)
6.2*10^-10=X^2/0.1
X= 7.874*10^-6 M HCN
7.874*10^-6 *(57.4 ml/1000)=4.52*10^-7 M
(4.52*10^-7 M)/(7.874*10^-6M)=0.0574M concentration the base
0.1*(57.4/1000)=.00574 moles acid
now I have to find Kb
Kb = Kw/Ka
=1*10^-14/(6.2*10^-10) =1.613*10^-5
1.613*10^-5=X^2/.00574
X= 3.043*10^-4
-log( 3.043*10^-4)= 3.52
14 - 3.52=10.48 (my pH is wrong. It suppose to be 10.95) I don't know how I can
get the correct answer. Please can any body help me? Thanks alot.
.129857143
or
.13
0.17
0.13
.17
0.1
0.13 is the concentration of the acetic acid solution.
0.01 molar
0.26
.17
0.1
Equivalence point is reached when Reactants react at Stoichiometric ratios and reach the Endpoint so that no more of the solution being titrated is found.Eg: Strong base + Strong Acid: HCL+NaOH--> NaCl+H2O1mol of Hcl Requires 1 mol of NaCl,Therefore 3.65 moles of Hcl Requires 3.65Moles of NaOH and equivalence point is reached when that much is added to the acid being titrated for example .Half Eq point is when Half of the Solution being titrated has reacted. It is a point on a titration curve which corresponds to the addition of exactly half of the volume of the titrant needed to reach equivalence point (or end point )Corrected:So, at HALF-WAY Eq. point the pH = pKa, since the actual concentration of ACID is equal to concentration of its conjugate BASE because both are equal to HALF of the original (unknown) acid concentration to be titrated (half left = half formed).
0.13 is the concentration of the acetic acid solution.
0.26
0.01 molar
.26
basic
MHCl = 0.15*44/65 = 0.10 mol/L
The concentration of hcl is 0.13.
You need to know the volume of the weak acid being titrated so you can find how many moles of base are needed to match that of the acid.
A solution that has been titrated against a primary standard solution.