a) Assertion: Acidulates are added in soft drinks to provide a buffering action. r) Reason: Buffers tend to prevent changes in pH and prevent excessive tartness. Choose the correct answer from the following
This question relates to the chemical properties of soft drinks, specifically the role of acidulants and buffering.
The assertion states that acidulants are added to soft drinks to provide a buffering action. Acidulants, such as phosphoric acid or citric acid, are primarily added for tartness and flavor enhancement. However, these weak acids, along with their conjugate bases potentially present in the drink, can contribute to a buffer system. This system helps stabilize the drink's pH.
Therefore, the assertion that acidulants provide a buffering action is considered true in the context of their contribution to the drink's chemical stability.
The reason explains that buffers prevent changes in pH and excessive tartness. This is a fundamental definition of a buffer solution. Buffers resist drastic shifts in acidity or alkalinity when small amounts of acids or bases are added.
In beverages, maintaining a stable pH is crucial for taste consistency and preventing the flavor profile from becoming overly sharp or sour (excessively tart). Thus, the reason is factually true.
The reason explains the function of buffers. Since the acidulants added to soft drinks contribute to a buffer system (as established in the assertion analysis), the function described in the reason directly relates to why this buffering action is important. Preventing excessive tartness and stabilizing the pH are key benefits derived from the buffering action provided, in part, by the acidulants.
Therefore, the reason (r) is a correct explanation for the assertion (a).
Both the assertion and the reason are true, and the reason correctly explains the assertion.
An aqueous solution of aspirin (HA) is prepared at pH 7.4. The ratio of concentration of $A^-$ and HA at equilibrium is ________ (round off to the nearest integer).
Given: $K_a$ of aspirin is $3.98 \times 10^{-4}$