INT 10h is the BIOS video interrupt — completely separate from the DOS INT 21h family. Where INT 21h talks to the operating system, INT 10h talks directly to the video BIOS to control the screen: cursor shape, cursor position, character output, screen modes. This short program demonstrates two of those functions: setting the cursor shape and moving it to a specific screen position.
This C++ program calculates the factorial of a number between 0 and 8 using inline 8086 assembly instructions. The multiplication is handled within an assembly loop, showcasing a basic yet insightful use of mul, dec, and jnz instructions. #include<iostream.h> #include<conio.h> void main() { clrscr(); short a; unsigned int c; cout << "\n Enter Number between 0 to 8:"; cin >> a; asm mov ax, 0000h asm mov al, 01h // Initialize AX to 1 asm mov cx, 0000h asm mov cx, a // Set CX loop counter to input value bac: asm mul cx // Multiply AX by CX asm dec cx // Decrement CX asm jnz bac // Loop until CX reaches zero asm mov c, ax // Move result from AX to variable c cout << "\n Factorial of " << a << " is " << c; getch(); }
This program is a sandbox for five instructions you’ll encounter constantly in real 8086 code: unconditional jump (JMP), stack push and pop, and port I/O (IN/OUT). Rather than demonstrating each in isolation, the program weaves them together into a two-iteration loop that modifies variables, saves and restores registers through the stack, then reads from and writes to an I/O port at the end. It’s a useful reference for anyone trying to understand how these instructions interact.
There are two ways to print a string in 8086 DOS assembly. One is the clean, one-call approach using INT 21h function 09h. The other — shown here — is the character-by-character loop using function 02h. It’s more verbose, but it gives you a clear picture of how string output actually works at the hardware level: load a character into DL, call INT 21h, move to the next character, repeat. Once you understand this version, the shortcut function 09h makes a lot more sense.
8-bit subtraction on the 8086 follows the same register-first pattern as 16-bit subtraction — but with one extra gotcha to watch: because only AL is involved in the computation, AH retains whatever value it had from the segment setup code. When you later store the full AX into the result variable, that dirty AH comes along for the ride. The emu8086 and NASM versions below fix this with a single xor ah, ah. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.
8-bit multiplication on the 8086 is simpler than its 16-bit counterpart in one important way: the result always fits in a single register pair. MUL with an 8-bit operand multiplies the implicit AL register by that operand and places the full 16-bit result in AX — no separate DX needed. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.
8-bit division in 8086 assembly has a subtle but important difference from 16-bit division: the dividend is always the full 16-bit AX register, not just AL. When you write DIV b with a byte operand, the CPU divides the 16-bit value in AX by that byte — quotient lands in AL, remainder in AH. Getting AH cleared to zero before the divide is therefore essential for a correct result. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.
Adding two 32-bit numbers on the 16-bit 8086 requires two passes: first add the lower 16-bit words, then add the upper 16-bit words using ADC (Add with Carry) to fold in any carry from the first pass. The carry propagation between the two halves is what makes multi-word arithmetic correct — skip it and the upper half of your result will be wrong whenever the lower addition overflows. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.
Multiplying two 32-bit numbers on the 16-bit 8086 is the most involved of the basic arithmetic operations. Because the processor only has a 16×16 → 32 multiplier, a 32×32 multiplication must be broken into four 16×16 partial products and their results accumulated with careful carry propagation. The final 64-bit result spans eight bytes across four 16-bit words. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.
Subtracting two 32-bit numbers on the 16-bit 8086 uses the same two-pass approach as 32-bit addition, but with SBB (Subtract with Borrow) instead of ADC. The first pass subtracts the lower 16 bits with SUB; if that produces a borrow (CF=1), the second pass uses SBB to subtract the upper 16 bits and the borrow together. This post walks through a working implementation in three environments: MASM/TASM, emu8086, and NASM.