1/12
In terms of a complete circle, 30 degrees represents 1/12 of the total 360 degrees. This can be simplified to 1/12. Alternatively, in terms of radians (the standard unit of angular measurement in mathematics), 30 degrees is equivalent to π/6 radians.
To find the fraction of a 360 degree circle that is 30 degrees, you would divide the angle measurement by the total angle of the circle. So, 30 degrees divided by 360 degrees equals 1/12. Therefore, 30 degrees is 1/12 of a 360 degree circle.
It is 150 degrees. If you require it as a fraction of some other quantity then it might help if you specified that other quantity.
108/360 =54/180 = 27/90 = 9/30 = 3/10
Remember: Every number is over 1 as a fraction. So, 30 is 30 over 1 as a fraction.
In terms of a complete circle, 30 degrees represents 1/12 of the total 360 degrees. This can be simplified to 1/12. Alternatively, in terms of radians (the standard unit of angular measurement in mathematics), 30 degrees is equivalent to π/6 radians.
60 mins = 1 hr → 30 mins = 30 ÷ 60 hr = ½ hr The hour hand does 1 full rotation every 12 hours → 1 hr = 1/12 full rotation → ½ hr = ½ × 1/12 rotation = 1/24 rotation in 30 mins → 360° × 1/24 = 15° → The hour hand moves 15° in 30 minutes.
The minute hand of a clock makes a full rotation of 360 degrees in 60 minutes. From 6:00 to 6:30, which is a 30-minute interval, the minute hand moves half of that full rotation. Therefore, it turns 180 degrees from 6:00 to 6:30.
A quarter rotation is 90 degrees. To find two and one-third of a quarter rotation, first calculate one-third of 90 degrees, which is 30 degrees. Then, two and one-third of a quarter rotation equals 90 degrees + 30 degrees = 120 degrees. Therefore, 2 and one-third of a quarter rotation is 120 degrees.
The angle of rotation for a clock's hour hand is 30 degrees for each hour, as it completes a full 360-degree rotation in 12 hours. For the minute hand, it moves 6 degrees for each minute, completing a full rotation in 60 minutes. To calculate the angle at a specific time, you can use these values based on the current hour and minute.
Co-terminal angles are angles that share the same terminal side when drawn in standard position, meaning they differ by a full rotation of 360 degrees (or (2\pi) radians). For example, an angle of 30 degrees and an angle of 390 degrees are co-terminal because 390 degrees can be expressed as 30 degrees plus one full rotation (360 degrees). Co-terminal angles can be found by adding or subtracting multiples of 360 degrees (or (2\pi) radians).
If the minute hand on a clock moves 180 degrees, that represents half of a full rotation (which is 360 degrees). Since the minute hand completes one full rotation in 60 minutes, moving 180 degrees indicates that 30 minutes have passed.
30 degrees
30 360/12=30
The angular speed of the hour hand is 30 degrees per hour because the hour hand completes a full rotation of 360 degrees in 12 hours. Therefore, 360 degrees divided by 12 hours is equal to 30 degrees per hour.
If you mean 1/12 of a rotation then it is 30 degrees
1/6 of half a rotation = 1/12 of a rotation = 1/12 of 360 degrees = 360/12 = 30 degrees.