Between 3 P.M and 3:30 P.M., the minute hand of a clock moves 180 degrees. How many degrees does the hour hand move during that same period of time?

the hour hand moves 360° in 12 hours.

That is 30° per hour.
So, in 1/2 hour, it moves 15°

15degrees. had the same question on my h.w 180÷12 is 15

Can l ask how many degrees does the hour hand of a clock rotate from noon to 3pm

To find out how many degrees the hour hand moves between 3 P.M. and 3:30 P.M., we need to calculate the rotation of the hour hand during that time period.

In a 12-hour analog clock, the hour hand completes a full rotation (360 degrees) every 12 hours. This means that in an hour, the hour hand moves 360 degrees divided by 12, which is 30 degrees.

Since the time period in question is from 3 P.M. to 3:30 P.M., it covers half an hour. Therefore, we can multiply the rotation of the hour hand in one hour (30 degrees) by the fraction of the hour that has passed (0.5) to find the rotation of the hour hand during this time period.

Rotation of the hour hand during half an hour = 30 degrees/hour x 0.5 hour = 15 degrees.

Therefore, during the time period between 3 P.M. and 3:30 P.M., the hour hand moves 15 degrees.

180 degrees