if a binary number ends with two zeros show that it's decimal expression is divisible by 2 to the power 2
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3
Answer:
I think so 4 is the answer
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8
Step-by-step explanation:
Let, 100 be the binary number ending with two zeroes.
Then 100 of base 2 = 2^2×1 + 2^1×0 + 2^0×0
= 2^2
=4
Now, since 4 is divisible by 2^2 therefore in a similar way we can conclude that a binary number ending with two zeroes is divisible by 2^2
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