Computer Science, asked by alexcbm3872, 1 year ago

The 8's complement of the octal number (6100)8 -777 is

Answers

Answered by shoaibahmad131
1

The 8's complement of the octal number (6100)8 -777 is

we have to find 8's compliment of the octal number (6100)8 -777

we are given

n=4,

and

m=0

Q8=8^4-777

Q8=4096-777

Q8=3319

hence

8's compliment of the octal number (6100)8-777 is 3319

answer

Answered by Sidyandex
1

The 8's complement of the octal number (6100)8 -777 is given in the following way:


We have to find 8's compliment of the octal number (6100)8 -777


Parameters which are given to us are as follows:


n=4,


and


m=0


Q8=8^4-777


Q8=4096-777


Q8=3319


Hence, we can say that the


8's compliment of the octal number (6100)8-777 is 3319

Answer: 8's compliment of the octal number (6100)8-777 is 3319

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