ph of 0.001 M acetic acid would be
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Your answer is 3.87.
Step by step explanation
CH3COOH——————→ CH3COO- + H+
initial= 0.001(ch3cooh), 0(ch3coo- and h+ (no disssociation yet))
Final (after dissociation)= 0.001*(1-a), ca( h+ and ch3coo-), where a is degree of dissociation and c= 0.001
now according to equilibrium law Ka = concentration of production/concen. of reactants
acetic acid dissociates ( partially, couldn’t show the equilibrium arrows) to give H+ and acetate ion.
now Ka value of ch3cooh= 1.75 * 10^-5
1.76 * 10^-5 = (ca * ca)/ c(1-a) =( approx. ) ca^2/ 1
1.76 * 10^-5 = 0.001 a^2
; a= 1.32 *10^-1 = 0.132
; concentration of h+ ions = ca= 0.001* 0.132 = 1.32 *10^-4
now pH = -log(H+)
pH= -log(1.34 * 10^-4)
pH= -(0.1271 -4)
pH = 3.87
Step by step explanation
CH3COOH——————→ CH3COO- + H+
initial= 0.001(ch3cooh), 0(ch3coo- and h+ (no disssociation yet))
Final (after dissociation)= 0.001*(1-a), ca( h+ and ch3coo-), where a is degree of dissociation and c= 0.001
now according to equilibrium law Ka = concentration of production/concen. of reactants
acetic acid dissociates ( partially, couldn’t show the equilibrium arrows) to give H+ and acetate ion.
now Ka value of ch3cooh= 1.75 * 10^-5
1.76 * 10^-5 = (ca * ca)/ c(1-a) =( approx. ) ca^2/ 1
1.76 * 10^-5 = 0.001 a^2
; a= 1.32 *10^-1 = 0.132
; concentration of h+ ions = ca= 0.001* 0.132 = 1.32 *10^-4
now pH = -log(H+)
pH= -log(1.34 * 10^-4)
pH= -(0.1271 -4)
pH = 3.87
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