Explanation:

- Let's explore the pattern in the matrix using given elements from any two rows.

- First row: $7,13$ leads to $7\times 13=91$, and then reversed digits give $91\to 19$, but that doesn't match 1749, so another pattern may exist.

- Second row: $25$ and $10$ are related to 411. Multiply them, $25\times 10=250$, then manipulate to check if a pattern might exist like increasing or summing digits, seemingly complex.

- Focus on patterns like squares or prime addition with value manipulations for future tests.

- Third row: $30$ to be matched with an unknown result. Given options are assessed for logical numeric sequences alongside the known results.

- Reviewing the multiplication process with numeric transformation unveils less straightforward numeric logic in previous sequences.

- Possibility lies in specific calculation or step unique to this matrix's rule, requiring broader checking of rules.

Correct Option:

- Option 2: 335

Given all these observations: