Solution.
Firstly, we assume that the ionization constant of nitric acid is equal to one. Therefore, the number is equal to one. And this means that the acid will be in excess.
pH = -lg[H+]
lg[H+] = -1
[H+] = 0.1
n(NaIO) = 0.04 liters * 0.500 M = 0.02 moles
x = liters of HNO3
n((H+) in excess) = x*0.750-0.02
V(total) = 0.04 + x
[H+] = (n((H+) in excess))/V(total)
0.1 = (x*0.750-0.02)/(0.04+x)
x = 0.036 liters
x = 36.00 mL
Answer:
36.00 mL
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