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Well the formula for circumference of a circle is either\[2\Pi r\] or \[\Pi d\]
So if you have a circumference of 4pi, plug it in to get
\[4\Pi = \Pi d\]
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No because all you have to do is divide each side by \[\Pi \] to get \[4=d\]
No, the circumference is equal to the diameter times pi.
If you have a circle with diameter of 6, then multiply the diameter times pi. Your circumference is 6pi
So I think you're thinking about this the hard way. Just think about plugging the circumference into a formula and solving for an answer. If the formula is \[C=\Pi \times d\]
just plug in the number you have for C and then solve for d
The number you have is \[4\Pi \] so plug that in for the variable C