Generate an integer result as close as possible that solves the following straight-line equation for y. Generate an integer result as close as possible to the actual answer. Assume variable x is always an unsigned 8-bit number

The code is given as follows:

MVI A, 0.68

MOV E,A

MVI D, 00h

LDA memory address

MOV C,A

LXI H, 0000h

DAD D

DCR C

JNZ repeat addition

MOV, A, L

MVI B, 12h   give b=12

ADD B

HLT

Step-by-step explanation:

The steps of algorithm are as follows

Multiplication is done using addition of same value to itself m times so

for the product m*x, add 'm' to itself 'x' times.

Then add the result to 'b'

Steps are as follows

StartGet the slope value 'm'Initialise a counter with 'x'Clear a registerAdd 'm' to the registerDecrement counter 'x'If zero, go ahead if not zero repeat additionAdd 'd' to the product.

In the code the values are  assumed as  m=0.68 and b=12

2/1 or just 2. sorry if i get this wrong

1/5 i hope this