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Question

Match List - I with List - II.

List - I (8086 Instruction)List - II (Addressing mode)  
(A) MOV BX, AX(I) Register Relative Addressing
(B) MOV AX, 50H[BX](II) Direct Addressing
(C) MOV AX, [BX](III) Register addressing
(D) MOV AX, [2000H](IV) Register Indirect Addressing

Choose the correct answer from the options given below :

This question was previously asked in
UGC NET 2023 Electronic Science Question Paper (13-Dec-2023) (Shift 1)
The correct answer is

(A)-(III), (B)-(I), (C)-(IV), (D)-(II)

 The addressing mode is read off the syntax of the source operand — brackets and displacements are the tell. The code is (A)-(III), (B)-(I), (C)-(IV), (D)-(II), option 3.

InstructionSource operandModeWhere the data is
MOV BX, AXA register, no bracketsRegisterIn AX itself
MOV AX, 50H[BX]Displacement + bracketed registerRegister relativeAt address BX + 50H
MOV AX, [BX]Bracketed register aloneRegister indirectAt the address held in BX
MOV AX, [2000H]Bracketed constantDirectAt address 2000H

The brackets are the key. Without them the operand is the data; with them the operand is the address of the data. So MOV BX, AX copies a value, while MOV AX, [BX] uses BX as a pointer — the same register, two entirely different meanings.

Distinguishing (B) from (C). Both use BX as a pointer, but (B) adds a fixed displacement of 50H to it. That makes it register relative, and it is exactly how a field within a record or an element of an array is reached: BX holds the base of the structure and the displacement selects the member. Effective address arithmetic in the 8086 is

\(EA=\text{base}+\text{index}+\text{displacement}\)

with register indirect using only the first term, register relative the first and third, and base-plus-index all three.

Distinguishing (A) from (D) is the other easy pair: (A) has no brackets at all, so no memory is touched and the instruction is the fastest kind — register to register. (D) has brackets round a constant, so the address is fixed at assembly time and cannot be changed while the program runs, which is what makes it direct rather than indirect.

Why the distinction matters practically. Only the indirect and relative forms allow a loop to walk through data, since only they compute the address at run time from a register that can be incremented. Direct addressing is faster for a single fixed variable but useless for arrays.

Hence, the correct code is (A)-(III), (B)-(I), (C)-(IV), (D)-(II).

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