Each of your test solutions contained 10.00 ml. of 0.100 M NaA and 10.00 ml of 0
ID: 544357 • Letter: E
Question
Each of your test solutions contained 10.00 ml. of 0.100 M NaA and 10.00 ml of 0.100 M HA. Keeping in mind the equations you wrote above, consider by answering llowing questions what would have happened to the pH if instead of adding 2.00 How many mmols of A are present initially? How many mmols of HA are present initially? How many mmol of H are added from the more concentrated acid (HNO,)? mL of 0.01M HCI to solution G you had added 6.50 mL of 0.45 M HNO. Show your calculations. 0,mLxO.lo.mnel Which component of solution G reacts with the added HNO,? Write the chemical equation for the reaction: How many mmol of the added HNO: remain after reaction with solution G? What is [H'] in the final solution? What is the expected pH of this solution? Can this solution (G+ HNOs) still be classified as a buffer? Why or why not?Explanation / Answer
Molarity = Moles / Liter
Moles = Molarity X Liter
mMoles = Molarity x milliliter
Now
10.00 mL of 0.100 M NaA
So, mmoles of A- present = 0.100 M x 10 mL = 1.00 mmol
10.00 mL of 0.100 M HA
mmoles of HA present = 0.100 M x 10 mL = 1.00 mmol
6.50 mL of 0.45 M HNO3
mmoles of HNO3 = 0.45 M x 6.50 mL = 2.925 mmol
HNO3 is a strong acid and it will dissociate completely
So, mmoles of H+ = 2.925 mmol
NaA reacts with HNO3 to form HA.
A- + H+ = HA
mmoles of A- present = 1.00 mmol
mmoles of HNO3 (H+ ) = 2.925 mmol
So, 1.00 mmoles of A- reacts with 1.00 mmoles of HNO3 (H+ ).
So, mmoles of HNO3 remain after reaction = 2.925 – 1.00 = 1.925 mmoles
In final solution you have 1.925 mmoles of HNO3 (or H+ )
Total Volume = 10.00 mL + 10.00 mL + 6.50 mL = 26.50 mL
So, [H+] = 1.925 mmol / 26.50 mL = 0.073 M
pH = -log[H+] = -log(0.073) = 1.14
C+ HNO3 will not be a buffer. Since a buffer is a mixture of a weak acid and its conjugated base and vice versa. But in this case after adding HNO3, all the conjugated base (NaA) is neutralized and only remains HNO3 which is a strong acid.
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