Question

Least significant bit of a binary number which is equivalent to any odd decimal number

Answer 1

Answer:

Every bit in a binary number represents the value of (1(1 or 0)∗2n0)∗2n where nn is the position of the bit (beginning with n=0n=0).

The only odd power of 22 is 2020, which is one.

It therefore stands to reason that any odd binary number would have a least significant bit of 11.

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