What is the definition of pH and how is it mathematically expressed?
pH is a logarithmic measure of the hydrogen ion (H+) concentration in a solution, mathematically defined as pH = -log[H+].
How does the pH scale classify solutions as acidic, neutral, or basic?
The pH scale classifies solutions as acidic if pH < 7, neutral if pH = 7, and basic if pH > 7.
What is the relationship between hydrogen ion concentration and hydroxide ion concentration in water at 25°C?
At 25°C, the product of hydrogen ion concentration [H+] and hydroxide ion concentration [OH-] in water is always 1 x 10^-14 (kW).
Why is pH important in biochemistry?
pH is important in biochemistry because many enzymes and biochemical processes are strongly affected by the concentration of protons (H+), influencing enzyme activity and biochemical reactions.
What happens to the pH value if the hydrogen ion concentration exceeds 1 M?
If the hydrogen ion concentration exceeds 1 M, the pH value becomes negative, which is outside the typical 0-14 range.
How can you calculate the hydroxide ion concentration if you know the pH of a solution?
First, calculate [H+] using [H+] = 10^-pH, then use [OH-] = kW / [H+], where kW = 1 x 10^-14 at 25°C.
Give an example of a common substance and its approximate pH value.
Lemon juice is a common substance with an approximate pH value of 2, making it acidic.
Why are pH values outside the 0-14 range rare in biological systems?
pH values outside the 0-14 range are rare in biological systems because such extreme H+ or OH- concentrations are uncommon and difficult to measure in biological contexts.
How is pH mathematically defined in relation to hydrogen ion concentration?
pH is defined as the negative logarithm of the hydrogen ion concentration, or pH = -log[H+].
What happens to the pH value if the hydrogen ion concentration in a solution exceeds 1 M?
If the hydrogen ion concentration exceeds 1 M, the pH value becomes negative, which is outside the typical 0-14 range.