Given a binary number X = 11110110101010001111, find the binary representation of the integer part of X / 8 (X divided by 8).
Question
Given a binary number X = 11110110101010001111, find the binary representation of the integer part of X / 8 (X divided by 8).
Solution
To find the binary representation of the integer part of X / 8, we can simply perform a right shift of 3 places on X. This is because dividing by 2^n in binary is equivalent to shifting right by n places.
So, if we shift the binary number 11110110101010001111 three places to the right, we get:
11110110101010001
This is the binary representation of the integer part of X / 8.
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X is a 16-bit signed number. If the n’s complement representation of X is(F76A)16. The n’s complement representation of ( 8 * X) is
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