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ming.com/ibiscms/modlibis/view.php?id 3016492 12/17/2016 10:55 PM 6/10 12/8/2016

ID: 1071301 • Letter: M

Question

ming.com/ibiscms/modlibis/view.php?id 3016492 12/17/2016 10:55 PM 6/10 12/8/2016 11:49 PM Gradebook Print calculator Periodic Table Question 7 of 13 Sapung Learming Map A Calculate the pH of the solution after the addition of the following amounts of 0.0594 M HNO3 to a 50.0 mL solution of 0.0750 M aziridine. The pKa of aziridinium is 8.04. a) 0.00 mL of HNO3 d) 59.6 mL of HNO, Number pH b) 6.82 mL of HNO3 e) Volume of HNO3 equal to the equivalence point Number pH Li c) Volume of HNO3 equal to half the equivalence point volume 66.8 ml of HNO3 Number pH pH Previous 8 Give Up & View solution Check Answer Next Exit o to e o D F11 Ther O eTe O Help O Web O Techn

Explanation / Answer

aziridinium is weakbase

pkb of aziridine = 14-pka = 14-8.04= 5.96

a) pH of pure aziridine = 14- 1/2(pkb-logC)

                        = 14 - 1/2(5.96-log0.075)

                        = 10.46

b) no of mole of HNO3 = M*v = 6.82*0.0594 = 0.405 mmole

   no of mole of aziridine = M*V = 50*0.075 = 3.75 mmole

pH of buffer = 14 - (pkb+log(salt(or)acid/base)

               = 14 - (5.96+log(0.405/(3.75-0.405)))

               = 8.95

c) at half equivalence point

     pH = 14 - pkb = 8.04

d) no of mole of HNO3 = M*v = 59.6*0.0594 = 3.54 mmole

   no of mole of aziridine = M*V = 50*0.075 = 3.75 mmole

pH of buffer = 14 - (pkb+log(salt(or)acid/base)

               = 14 - (5.96+log(3.54/(3.75-3.54)))

               = 6.81

e) at equivalence point , no of mole of aziridine = HNO3

   SO that,

no of mole of aziridine = M*V = 50*0.075 = 3.75 mmole

no of mole of HNO3 = 3.75 mmole

volume of HNO3 = n/M = 3.75/0.0594 = 63.13 ml

concentration of salt = 3.75/(63.13+50) = 0.03315 M

pH of salt = 7 - 1/2(pkb+logC)

              = 7 - 1/2(5.96+log0.03315)

              = 4.76

f) excess HNO3 added = 66.8 - 63.13 = 3.67 ml

   concentration of excess HNO3 added = 3.67*0.0594/(50+66.8) = 0.0019 M

pH = -log[H+]

      = -log0.0019

       = 2.72