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How many degrees does the second hand on a clock travel when it moves through one second?
6 degrees. There are 360 degrees in a full circle, and therefore for every second the hand moves through one sixtieth of a circle.
How many degress does the minute hand move every second.Explain?
It moves 0.1 degrees per second. There are 360 degrees in a full circle - so, every minute that passes, the hand moves six degrees. Thus, every second, the hand moves one tenth of a degree (6 degrees divided by 60).
What fraction of a revolution does the second hand of a clock turn through when it starts at 12 and stops at 8?
The second hand of a clock completes one full revolution in 60 seconds, which corresponds to 360 degrees. When the second hand moves from the 12 to the 8, it covers 8 of the 12 hour marks. This represents ( \frac{8}{12} = \frac{2}{3} ) of a full revolution. Thus, the second hand turns through ( \frac{2}{3} ) of a revolution.
What is The second hand on a clock revolves at 1 revolution per minute how many degrees per second is this?
Oh, that's a happy little question! Since there are 60 seconds in a minute, and a full circle is 360 degrees, the second hand on a clock moves at 6 degrees per second. Isn't that just a delightful little detail to know? Just imagine that gentle movement bringing peace and tranquility to your day.
How do the hands move on the clocks?
A clock moves clockwise with three hands; one that moves every second, sixty seconds, and 60 minutes.
How many degrees does hour hand turn in one second?
The hour hand on a clock moves 1/120 of a degree in one second! Ninja=^.^=
How many degrees does a hand clock move in an hour?
Hour hand moves 30 degrees, minute hand moves 360 degrees.
How many degrees does the hour hand move in 6 hours?
The hour hand of a clock completes one full revolution, or 360 degrees, in 12 hours. Therefore, in 6 hours, it moves half of that distance. To calculate this, you can divide 360 degrees by 12 hours to get 30 degrees per hour, and then multiply by 6 hours. Thus, the hour hand moves 180 degrees in 6 hours.
What are the magnitude of the angular velocity and the angular accelaration of the second hand of a clock?
-- The angular velocity isone revolution/minute = 360 degrees/minute = 6 degrees/second .(2 pi) radians/minute = pi/30 radians per second . -- If the clock is working properly ... not starting, stopping, speeding up, orslowing down ... then the angular acceleration of any of its hands is zero.
What is angular speed of second hand mint hand and hour hand calculated angular velocity?
Second hand . . . 360 degrees per minuteMinute hand . . . 360 degrees per hourHour hand . . . 360 degrees per 12 hours = 30 degrees per hour
The hour hand on a clock moves one half of a degree every minute how many degrees will the hand move in one hour?
the hour hand moves 30 degrees in every hour, the minute hand moves 6 degrees each minute Clocks hand moves 1/60 of a degree every minute1 hour = 60 minutes60 * 1/60 = 1The clocks hand move 1 degree an hour
If the hour hand on a clock moves 60 of a degree every minute how many degrees will the hand move in one hour?
3600oSince there are 60 minutes in an hour, and the hand moves 60o every minute, we just have to multiply to find out the answer.60 x 60o = 3600oSo, in total, it will do a 3600o revolution.
