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A weak acid, HX, is 3.2% dissociated in a 0.025 M solution. (A) Calculate the Ka value of HX. (B) Calculate the percentage of dissociation in a 0.050 M solution. (C) At what concentration is the acid dissociated 4.0%?

A) Ka value of HX:
a) 8.0 x 10^-5
b) 4.0 x 10^-4
c) 1.6 x 10^-5
d) 2.0 x 10^-4

User Tmaj
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Final answer:

To calculate the Ka value of HX, you need to use the percentage of dissociation and the concentration of the weak acid. The equation for calculating Ka is Ka = [H+][X-]/[HX]. To find the percentage of dissociation in a different concentration solution or the concentration at a specific percentage of dissociation, you can rearrange the equation and solve for x using the given information.

Step-by-step explanation:

To calculate the Ka value of HX, we need to use the percentage of dissociation and the concentration of the weak acid. The equation for calculating Ka is: Ka = [H+][X-]/[HX]. Since the weak acid is 3.2% dissociated in a 0.025 M solution, we can calculate the concentration of [H+] and [X-] using 3.2% of 0.025 M. Let's assume x is the concentration of [H+] and [X-].

Then, Ka = (x)(x)/(0.025 - x) = 3.2/100. Solve for x using this equation and you will find the value of x and determine the Ka value of HX.

To calculate the percentage of dissociation in a 0.050 M solution, you can use the same equation and solve for x using the given concentration. The percentage of dissociation is then given by (x/0.050) * 100.

To find the concentration at which the acid is dissociated 4.0%, you can rearrange the equation mentioned earlier and solve for x using 4.0% of the initial concentration. The concentration at 4.0% dissociation is then given by x.

User Kkkkk
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