You are watching: There are two ducks in front of a duck

I agree with "≥ 3," yet I would interpret "a duck in the middle" loose to mean "somewhere between the ends" rather than exactly at the midpoint.

. . . For example, "How numerous 8-bit numbers have a 1-bit (binary digit) at the start, a 1-bit in ~ the end, and also ywo 1-bits

**in the middle**?

OK, the method the problem is worded, the second "duck in the middle" could be between the last 2 ducks. Vague wording!

However, together worded, it could be taken as (2 + 1) + 1 + (2 + 1) = 7 The wording is rather vague.

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