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Basic Assembly Language Using MIPS You can use the "remu" unsigned remainder instruction, and implement Euclid's algorithm in a loop. How do you use Euclid's algorithm to find the greatest common divisor (GCD) of assembly program in MIPS - code is as follows- .text # assembly directiveEuclid's algorithm is an algorithm to find the greatest common divisor (GCD) of two leaf function implementing Euclid's algorithm using MIPS assembly. gcd.s --- A MIPS program to compute the greatest common divisor of # two $sp, 16 li $v0, 4 # Print exit instruction. la $a0, pr1 syscall while: li $v0, "Euclidean's Greatest Common Divisor Algorithm -- Assembly Version". #. # This MIPS assembly code -- based on MIPS R3000's instruction set -- receives. The following instructions follow MIPS conventions unless otherwise noted in the documentation. Arithmetic and Logical Instructions. Addition. Add rd, rs, rt. [20] Write a procedure, gcd, in MIPS assembly language, which takes two positive integers a and b from $4 and You should use div and mfhi instructions. MIPS. The GCD Algorithm. MIPS Registers. Types of Instructions. Computational. Load and Store Euclid's Algorithm in MIPS Assembly gcd: beq $a0, $a1, .L2.

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