What is the prefix (Polish notation) representation of the infix arithmetic expression: A * B / C - D ?

To convert the infix expression $A * B / C - D$ to prefix (Polish notation), we apply standard operator precedence (* and / higher than -) and left-to-right associativity:

1. First operation is multiplication: $A * B \rightarrow (* A B)$

2. Next operation is division: $(A * B) / C \rightarrow (/ (* A B) C) = (/ * A B C)$

3. Final operation is subtraction: $((A * B) / C) - D \rightarrow (- (/ * A B C) D) = - / * A B C D$

Resulting prefix string: - / * A B C D.

Option Analysis: