The expression \( X = (A+B) \times (C+D) \) has been evaluated using two address instructions method. The following is the set of instructions used.
MOV R1, A
(B) MUL R1, R2
(C) MOV R2, C
(D) ADD R2, D
(E) MOV X, R1
\(\textbf{Choose the correct sequence of instruction execution from the options given below:}\)
A, B, C, D
A, C, B, D
B, A, D, C
C, B, D, A
Step 1: Understand the Expression.
We are given the expression \( X = (A+B) \times (C+D) \), and we are using two-address instructions. This involves loading operands into registers, performing operations on them, and storing the result in a final variable.
Step 2: Instruction Breakdown.
- (A) MOV R1, A: Load the value of \( A \) into register \( R1 \).
- (C) MOV R2, C: Load the value of \( C \) into register \( R2 \).
- (B) MUL R1, R2: Multiply the values in \( R1 \) and \( R2 \), and store the result in \( R1 \). This gives \( A \times C \).
- (D) ADD R2, D: Add the value of \( D \) to register \( R2 \) which currently holds the value of \( C \), so it becomes \( C + D \).
- (E) MOV X, R1: Store the result from \( R1 \) (which contains \( A \times C \)) into the variable \( X \).
Step 3: Execution Order.
The correct sequence of instructions to compute the expression \( (A+B) \times (C+D) \) using two-address instructions is:
1. First, load \( A \) into \( R1 \) (A).
2. Then, load \( C \) into \( R2 \) (C).
3. Perform the multiplication \( A \times C \) (B).
4. Add \( D \) to \( C \) (D).
5. Store the result of multiplication into \( X \) (E).
Step 4: Conclusion.
The correct sequence is (2) A, C, B, D. Therefore, the correct answer is option (2).
Consider the following four words, out of which three are alike in some manner and one is different.
(A) Arrow
(B) Missile
(C) Sword
(D) Bullet
Choose the combination that has alike words.
Find the next two terms of the series:
The given series is: \( A, C, F, J, ? \).
(A) O
(B) U
(C) R
(D) V
Choose the correct answer from the options given below:
