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To convert from degrees to radians, you need to multiply by pi/180. Since one arc-second is equal to 1/3600 of a degree, the conversion factor in this case is pi/180/3600.

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What is the relationship between frequency measured in Hz and angle measured in radians?

First of all, frequency and angle have different physical dimensions. 'Frequency' has a reciprocal time in it ... "per second" ... and angle doesn't. The relationship you really want is the one between frequency and angular frequency ... "revolutions per second" and "radians per second". 1 revolution = 2 pi radians 1 revolution per second = 2 pi radians per second 1 revolution per year = 2 pi radians per year Angular frequency in radians per second = (2 pi) times (plain old frequency in Hz)


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What is the angular speed in rads per sec of a motor that makes 300 rev per sec?

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