Intermediate Code Generation Fundamentals Quiz Quiz

Explore essential concepts of intermediate code generation with this quiz focused on techniques, representations, and principles in compiler design. Strengthen your understanding of how source code is transformed into an intermediate form to facilitate optimization and target code production.

  1. Purpose of Intermediate Code

    What is the primary purpose of generating intermediate code during the compilation process?

    1. To directly execute the program
    2. To provide a platform-independent code layer
    3. To optimize the final machine code for a specific processor
    4. To encrypt the source code for security

    Explanation: The key purpose of intermediate code is to create a bridge between source code and machine code, allowing optimizations without dependency on the final target machine. Direct execution is not the intended use, which makes 'To directly execute the program' incorrect. Optimizations for a specific processor come later, after intermediate code generation. Encryption for security is unrelated to the compilation purpose.

  2. Common Intermediate Representation

    Which of the following is a commonly used intermediate representation in compilers?

    1. Three-address code
    2. Source byte-stream
    3. Opcode tables
    4. Hexadecimal code

    Explanation: Three-address code breaks statements into simple instructions and is widely used as an intermediate representation. Hexadecimal code refers to a number system, not a code structure. Opcode tables assist with instruction decoding, not as representations. Source byte-stream is not a standard term in code generation.

  3. Quadruple Structure

    In the quadruple form of intermediate code, how many fields does each instruction typically have?

    1. Four
    2. One
    3. Six
    4. Two

    Explanation: Each quadruple has four fields: operator, two arguments, and result, which is why four is correct. Two and one are too few to represent all information typically needed. Six is unnecessary and would include extra fields not usually present in the standard quadruple form.

  4. Temporary Variables in Intermediate Code

    Why are temporary variables often introduced during the generation of intermediate code?

    1. To minimize the size of the source code
    2. To store the final output of the program
    3. To protect against syntax errors
    4. To handle intermediate results during expression evaluation

    Explanation: Temporaries store intermediate computation values so complex expressions can be broken into simpler steps, facilitating code generation. These variables are not meant for storing the program's final output. They do not reduce source code size nor do they prevent syntax errors, which should be handled during parsing.

  5. Postfix Notation

    What is a key advantage of using postfix (reverse Polish) notation as an intermediate code form?

    1. It makes the source code easier to read
    2. It directly generates optimized machine code
    3. It eliminates the need for parentheses in expressions
    4. It increases code security

    Explanation: Postfix notation naturally orders operations according to precedence, avoiding the need for parentheses. While it is concise for expression evaluation, it does not improve code security or directly optimize machine code. Making source code easier to read is not its primary purpose.

  6. Statement Translation

    How would the statement 'a = b + c * d' most typically be represented in three-address code?

    1. a = b; a = a + c; a = a * d;
    2. t1 = c * d; t2 = b + t1; a = t2;
    3. t1 = b * d; t2 = t1 + c; a = t2;
    4. a = b + c * d;

    Explanation: The three-address code breaks the expression into stages: compute c*d, add b, and assign to a, exactly as in option one. The second option does not break the operation into simple three-address steps. The third option does not reflect the correct evaluation order. The fourth uses an incorrect multiplication of b and d.

  7. Optimizations

    Which compilation phase most commonly follows intermediate code generation?

    1. Parsing
    2. Lexical analysis
    3. Code optimization
    4. Syntax analysis

    Explanation: After intermediate code is generated, the next phase usually focuses on optimizing that representation, making code optimization correct. Syntax and lexical analysis take place earlier during parsing and tokenizing the source. Parsing is also an earlier stage, not following code generation.

  8. Syntax Trees

    How does an abstract syntax tree assist in generating intermediate code?

    1. By executing the program
    2. By representing program structure without unnecessary syntactic details
    3. By providing direct machine instructions
    4. By performing error correction

    Explanation: The abstract syntax tree represents the essential structural elements of source code, providing a basis for generating intermediate code. It does not contain targeted machine instructions. Its purpose is not to perform error correction or execute programs, but to simplify translating code structure.

  9. Target Machine Independence

    Why is intermediate code often designed to be independent of the target machine?

    1. To make source code more readable
    2. To allow for easier retargeting to multiple architectures
    3. To automatically fix logical errors
    4. To improve internet download speed

    Explanation: Machine-independent intermediate code allows a compiler's front end to be reused for many hardware platforms. Making code readable or improving download speed are not relevant to intermediate code design. It does not provide automatic correction for logic errors either.

  10. Intermediate Code for Control Flow

    Which intermediate code construct is commonly used for representing conditional branching such as 'if' statements?

    1. Loop unrolling
    2. Direct memory access
    3. Division operators
    4. Jump instructions

    Explanation: Jump instructions help represent control flow by specifying branches in response to conditions. Division operators are arithmetic and do not manage control. Direct memory access is unrelated to control structures. Loop unrolling is an optimization technique, not a representation of conditional branches.