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The ionic product of water, K_w = 2.93 × 10^{-15} mol² dm^{-6} at 10 °C 0 3 . 1 Which is the correct expression for K_w? Tick (/) one box. A K_w = [H_2O] B K_w = [... show full transcript
Step 1
Step 2
Answer
The pH of pure water can be calculated using the formula:
At 10 °C, the ionic product of water () is:
Thus, we have:
ightarrow ext{sqrt}(2.93 imes 10^{-15}) = 1.71 imes 10^{-7} ext{ mol dm}^{-3} $$ Now substituting into the pH formula gives: $$ pH = - ext{log}(1.71 imes 10^{-7}) = 6.77 $$ Therefore, the pH of pure water at 10 °C is 6.77.Step 3
Answer
Pure water is neutral, and since the pH is 6.77, it indicates that it is neither acidic nor alkaline. Alkaline solutions typically have a pH greater than 7, while pure water has a balanced concentration of and , leading it to be categorized as neutral.
Step 4
Answer
To find the pH of the calcium hydroxide solution, we first determine the concentration of hydroxide ions ():
Using the relationship of to , we calculate:
The pH can then be calculated as follows:
Therefore, the pH of the calcium hydroxide solution is 12.17.
Step 5
Answer
The pH of the magnesium hydroxide solution is expected to be smaller than the pH of the calcium hydroxide solution. This is because magnesium hydroxide is less soluble than calcium hydroxide. As such, it will have a lower concentration of hydroxide ions in solution, leading to a lower pH. When dissolved in water, magnesium hydroxide produces fewer ions compared to calcium hydroxide, which maintains a higher concentration of hydroxide ions in its saturated solution.
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