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30 degrees, or 1/12 of a full circle
30 degrees, or 1/12 of a full circle. How far this is, in normal units of distance like centimeters or inches, depends on the size of the clock, and would be 1/12 the circumference of the outer edge of the hour hand.

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Q: How far does the hour hand move in one hour?
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Related questions

How far does the hour hand travel in 1 hour?

One hour!


How many degrees does the hour hand move in one half of an hour?

It takes twelve hours for the hour hand to move 360 degrees In half an hour the hour hand moves 15 degrees


How long does the hour hand to move from one number to next?

one hour


If the hour hand on a clock moves 1 60 degree every minute how many degrees will the hand move in one hour?

According to that, the hand will move 5/60 or 1/12. Every minute on a clock face is 6 degrees. An hour hand will move 30 degrees in an hour.


How long does the hour hand move from one number to the next?

THE HOUR HANDS TAKE 1 HOUR TO MOVE FROM 1 NUMBER TO NEXT


If the hour hand on a clock moves one sixtieth of a degreee every minute how many degrees will the hand move in one hour?

360 degrees.


The hour hand on a clock move 160 of a degree every minute how many degrees will it move in a hour?

On a normal 12-hour clock, the hour hand moves 360° in 12 hours, 360° in 720 minutes, or ½° every minute, not 1/60°. In one hour, 60 minutes, a normal 12-hour clock's hour hand will move 30°.


If the hour hand on a clock moves one sixty of a degree every minute how many degrees will the hand move in one hour?

5/60 Degree


If the hour hand on a clock moves one sixtyeth of a degree every minute how many degrees will the hand move in one hour?

A circle is 360 degrees.


How many degrees does a clock move an hour?

One degreeActually the correct answer is 30 degrees if you are talking about the hour hand. The minute hand would move 360 degrees, a full circle.


The minute hand of a large clock is 6ft long how far does the point of the hand move in one hour?

It depends on how big the clock is. If it is a big clock, then the hand moves faster than one that is in a small clock because the markings would be further apart.


If you look at a clock and the time is 3 hours 15 minutes what is the angle between the hour and the minute hands?

It should be 7.5°. The hour hand continues to move, although at a slower pace than the minute hand. From 3:00 to 3:15, the hour hand will move one-fourth of the distance from the "3" to the "4". In an hour, the hour hand moves one-twelfth of a circle. So in 15 minutes, the minute hand will arrive at the "3" and the hour hand will have moved one-fourth of one-twelfth of 360° - which is 7.5° - past the "3".