(x radians / second) x (1 revolution / 2 pi radians) x (60 seconds / minute)= (60x) / (2 pi) (revolution / minute)Multiply (radians per sec) by (60)/(2 pi) = 9.5493(rounded) to get RPM.
-5.58505361 radians.
The angular velocity of a pulley turning 1800 rpm is 60 pi radians per second.
-7 pi2 radians = -3,958.4 degrees (rounded)
To convert degrees to radians, you can use the formula: radians = degrees * (π/180). Therefore, 35 degrees is approximately 0.6109 radians.
1 revolution = 2π radians 1 minute = 60 seconds → 1 rpm = 1 revolution / 1 minute = 2π radians / 60 seconds = π/30 radians/seconds = π/30 rad per sec → to convert rpm to rad per sec multiply by π (pi) and divide by 30.
(x radians / second) x (1 revolution / 2 pi radians) x (60 seconds / minute)= (60x) / (2 pi) (revolution / minute)Multiply (radians per sec) by (60)/(2 pi) = 9.5493(rounded) to get RPM.
Multiply the radians by 180/PI to convert to degrees.
-5.58505361 radians.
To convert RPM to rad/s, multiply the RPM value by 2π/60. This is because one revolution is equal to 2π radians, and there are 60 seconds in a minute. So the formula is: angular velocity in rad/s = (RPM) * (2π/60).
47.6925 deg = 83.24 radians.
The angular velocity of a pulley turning 1800 rpm is 60 pi radians per second.
the formula to convert degrees to radiansangle in radians = angle in degrees * Pi / 180 .
One revolution = 2Pi radians 16.75 radians / 2Pi radians/rev ~= 2.666 revolutions
18 revolutions = 113.097 radians.
You can multiply the number of radians by 180/pi.
One revolution = 360 degrees or 2pi radians