Practica 8 / emu8086
El siguiente código es para obtener el resultado de una operación entre dos números. Las operaciones que permite resolver son: Suma, Resta, Multiplicación y División.
Codigo:
org 100h ; inicia el programa
include 'emu8086.inc' ;Incluye funciones de libreria emu8086
; DEFINE_SCAN_NUM
; DEFINE_PRINT_STRING
DEFINE_PRINT_NUM
DEFINE_PRINT_NUM_UNS
mov si, 0
mov al, 0
;Convertir la primera cadena a numero
cadAnum:
cmp cad1[si], "$"
jz seguir
mov bl, 10
mul bl
sub cad1[si], '0'
add al, cad1[si]
inc si
loop cadAnum
seguir:
mov aux1, al
;Convertir la segunda cadena a numero
mov si, 0
mov al, 0
cadAnum2:
cmp cad3[si], "$"
jz seguir2
mov bl, 10
mul bl
sub cad3[si], '0'
add al, cad3[si]
inc si
loop cadAnum2
seguir2:
mov bl, al
mov al, aux1
;realizar operaciones normalmente teniendo ya los dos numeros decimales
cmp cad2, "-"
jz resta
cmp cad2, "+"
jz suma
cmp cad2, "*"
jz multi
cmp cad2, "/"
jz divi
resta:
sub al, bl
jmp fin
suma:
add al, bl
jmp fin
multi:
mul bl
jmp fin
divi:
div bl
jmp fin
fin:
mov bx, ax
mov ah,09
lea dx,msg
int 21h
mov ax, bx
call PRINT_NUM
ret
cad1 db "99$"
cad2 db "+"
cad3 db "1$"
aux1 db ?
aux2 dw ?
msg dw "El resultado es: $"
Resultado:
![](data:image/png;base64,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)
Codigo:
org 100h ; inicia el programa
include 'emu8086.inc' ;Incluye funciones de libreria emu8086
; DEFINE_SCAN_NUM
; DEFINE_PRINT_STRING
DEFINE_PRINT_NUM
DEFINE_PRINT_NUM_UNS
mov si, 0
mov al, 0
;Convertir la primera cadena a numero
cadAnum:
cmp cad1[si], "$"
jz seguir
mov bl, 10
mul bl
sub cad1[si], '0'
add al, cad1[si]
inc si
loop cadAnum
seguir:
mov aux1, al
;Convertir la segunda cadena a numero
mov si, 0
mov al, 0
cadAnum2:
cmp cad3[si], "$"
jz seguir2
mov bl, 10
mul bl
sub cad3[si], '0'
add al, cad3[si]
inc si
loop cadAnum2
seguir2:
mov bl, al
mov al, aux1
;realizar operaciones normalmente teniendo ya los dos numeros decimales
cmp cad2, "-"
jz resta
cmp cad2, "+"
jz suma
cmp cad2, "*"
jz multi
cmp cad2, "/"
jz divi
resta:
sub al, bl
suma:
add al, bl
jmp fin
multi:
mul bl
jmp fin
divi:
div bl
jmp fin
fin:
mov bx, ax
mov ah,09
lea dx,msg
int 21h
mov ax, bx
call PRINT_NUM
ret
cad1 db "99$"
cad2 db "+"
cad3 db "1$"
aux1 db ?
aux2 dw ?
msg dw "El resultado es: $"
Resultado:
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