Thank you Trial 1 742 Trial 2 742 THE EQUILIBRIUM CONSTANT O
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Trial 1 7.42 Trial 2 7.42 THE EQUILIBRIUM CONSTANT OF A WEAK BASE A. pH of 0.50 M Unknown Weak Base pOH a. [OH] b. [HB\'] c. [B] 6.58 6.58Solution
Answer
a) [OH-] = 2.63×10-7M
b) [HB+] = 2.63×10-7M
c) [B] ~ 0.50M
d) Keq = 1.38×10-13M
Explanation
if B is the weak base, the dissociation of B is given as follows
B(aq) + H2O(l) <- - - - - > BH+(aq) + OH-(aq)
Keq = [BH+] [OH-] /[B]
at equillibrium,
[BH+] = x
[OH-] = x
[B] = 0.50 - x
Keq= x2/0.50 - x
from pH measurement, we know that pOH =6.58
pOH = - log[OH-]
-log[OH-] = 6.58
[OH-] = 1×10-6.58 = 2.63×10-7M
So, x = 2.63×10-7M
So, at equillibrium
[OH-] = 2.63×10-7M
[BH+] = 2.63×10-7M
[B] = 0.50M - 0.000000263M ~ 0.50M
Applying these values
Keq =( 2.63×10-7)2/0.50 = 1.38×10-13
![Thank you! Trial 1 7.42 Trial 2 7.42 THE EQUILIBRIUM CONSTANT OF A WEAK BASE A. pH of 0.50 M Unknown Weak Base pOH a. [OH] b. [HB\'] c. [B] 6.58 6.58 SolutionAn Thank you! Trial 1 7.42 Trial 2 7.42 THE EQUILIBRIUM CONSTANT OF A WEAK BASE A. pH of 0.50 M Unknown Weak Base pOH a. [OH] b. [HB\'] c. [B] 6.58 6.58 SolutionAn](/WebImages/36/thank-you-trial-1-742-trial-2-742-the-equilibrium-constant-o-1108135-1761586954-0.webp)