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Which of the following statements is true about the pH of a neutral solution at 25┬░C?
The pH is greater than 7.
The pH is not equal to 7.
The pH is less than 7.
The pH is equal to 7.
The pH is equal to 7.
In aqueous solutions at 25┬░C, a neutral solution has an equal concentration of hydrogen ions (H+) and hydroxide ions (OHтИТ). This balance results in a pH value of exactly 7.
In aqueous solutions at 25┬░C, a neutral solution has an equal concentration of hydrogen ions (H+) and hydroxide ions (OHтИТ). This balance results in a pH value of exactly 7.
Think of pH 7 as a perfectly balanced see-saw where the 'acid' side and the 'base' side carry equal weight, keeping the scale level at the center.
pH 7 is Heaven (Neutral/Pure)
pH=тИТlog10тАЛ[H+] тАФ Definition of pH
KwтАЛ=[H+][OHтИТ]=10тИТ14 тАФ Auto-ionization constant of water at 25┬░C
The pH scale is defined as the negative logarithm of the hydronium ion concentration, pH=тИТlog10тАЛ[H+]. In pure water at 25┬░C, the auto-ionization constant of water (KwтАЛ) is 1.0├Ч10тИТ14. Since [H+]=[OHтИТ], it follows that [H+]=KwтАЛтАЛ=1.0├Ч10тИТ7 M, leading to pH=тИТlog(10тИТ7)=7.
pH < 7 indicates an acidic solution (high [H+]).
pH > 7 indicates a basic/alkaline solution (high [OHтИТ]).
The pH scale is logarithmic, meaning a change of 1 pH unit represents a 10-fold change in [H+] concentration.
Testing purity of distilled water
Biological homeostasis in human blood
Pure water at room temperature is the standard reference for a neutral pH.
Option A is incorrect because pH > 7 represents basicity.
Option C is incorrect because pH < 7 represents acidity.
Option B is incorrect because a neutral solution is defined specifically by the value 7.
D is correct тАФ At 25┬░C, a neutral solution has an equal concentration of hydronium and hydroxide ions, which corresponds to a pH of exactly 7.
Remember that pH is temperature-dependent; the neutral point of 7 is only accurate at 25┬░C. At higher temperatures, the neutral pH value actually shifts slightly lower.