What is the pH of a solution with [H+] = 1.25 mc015-1.jpg 10–10 M? Use mc015-2.jpg. –10.1 –9.90 7.90 9.90
Answer : Option D) 9.90
Explanation : The pH of the solution can be determined by the formula as
pH = - log \([H^{+}]\)
Here, the concentration of \([H^{+}]\) = \(1.25 X 10^{-10} M\)
So, substituting this value in above formula;
we get pH = -log \([ 1.25 X 10^{-10} M]\)
Therefore, pH = 9.90.
The pH of the solution is 9.90.
pH defines as the potential of hydrogen, it is s scale used to determine acidity and basicity.
We can determine the pH of a solution by the given formula
pH = \(\bold{-log ^[^H^+^]}\)
Given the concentration of H+ = \(1.25\times 10^-^1^0_\)
We get \(\bold{-log ^[^1^.^2^5^\times^ 1^0^-^1^0^]}\) = 9.90
Thus, the pH of the solution is 9.90.
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