Titration of a weak base with a strong acid (continued) | Khan Academy

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  • čas přidán 5. 09. 2014
  • Calculating the pH for titration of weak base, ammonia, with strong acid, HCl, at the equivalence point and past the equivalence point. Created by Jay.
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Komentáře • 11

  • @td6063
    @td6063 Před 8 lety +7

    this whole titration series has been extremely helpful, this is what the equillibrium series should have been

  • @jcash409
    @jcash409 Před 4 lety +5

    7:35 the whole time you have been using no. of moles in the I section and now you put in the concentration of NH4? Shouldnt it be 0.004

  • @AndyU96
    @AndyU96 Před 8 lety +9

    At the last section, NH3 is all used up to neutralize H3O+, so the reaction is:
    (NH3) + (H3O+) ----> (NH4+) + (H2O)
    No NH3 left, we have excess H3O+, and plenty of NH4+, so the question is:
    Will that NH4+ not react with water?

    • @mohammadhatamleh6713
      @mohammadhatamleh6713 Před 7 lety +6

      well what you're saying is true but if you do the calculation you'll realize that the 0.004 mols of NH4 will barely affect it all. This is because the 0.002 mols of H30 will cause 0.004 mols of NH4 to be neglected since it is a weak acid compared to H30

    • @quintenspeelt5063
      @quintenspeelt5063 Před 2 lety +1

      for future people who see this, the H3O+ that NH4+ will create (the amout of concentration) is so small (4.73 x 10-6) that it will not affect the ph at all so you can just leave that behind

  • @kfc1970
    @kfc1970 Před rokem

    great work. so helpful.👌🙏

  • @yumenoritsu
    @yumenoritsu Před 8 lety +1

    Thanks~! :)

  • @shadajaradat4397
    @shadajaradat4397 Před 7 lety

    Thanksss sir

  • @hongyimarkye5708
    @hongyimarkye5708 Před 2 lety

    Than you.

  • @brayan9645
    @brayan9645 Před 7 lety

    why isn't he using the Henderson hasselbalch equation by inputting cl- as the base and HCI into the log a d then adding pka?

  • @nurlybektoktarov469
    @nurlybektoktarov469 Před 2 lety

    Lifehack: put it at the speed 1.5 and Khan Academy will speak like normal human 😄