Understanding Mutual Independence in Probability: A Grammar Breakdown

The grammar in the sentence 'Syntax: where the first equation holds with the mutual independence of the random variables A' is correct. The phrase 'where the first equation holds' introduces a condition that must be met for the subsequent statement about the mutual independence of random variables A to be true. The word 'holds' in this context means 'is true' or 'is valid'. This sentence is typical of mathematical language, which often uses concise and precise wording to convey complex ideas.