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Verified Answer :

Answer:

\(4\ rotations\)

Step-by-step explanation:

we know that

The minute hand of a clock will make one rotation in one hour

\(12:00\) noon to \(4:00\) p.m is equal to \(4\ hours\)

so

by proportion

Find how many rotations will make in \(4\) hours


\(\frac{1}{1} \frac{rotation}{hour}=\frac{x}{4} \frac{rotation}{hours} \\ \\ x=4\ rotations\)

The minute hand completes 4 rotations between 12:00 noon and 4:00 pm

There are 4 hours between 12:00 noon and 4:00 pm

For each hour, the minute hand completes a rotation

This means that, the minute hand completes 4 rotations in 4 hours

Hence, the minute hand completes 4 rotations between 12:00 noon and 4:00 pm

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