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How does radian measure is related to degree measure?

In radian measure, 2pi radians is a full circle. In degrees, 360° is a full circle, so 2pi radians = 360°. If you want to convert: Radians = (2*pi/360)*Degrees = (pi/180)*degrees. And Degrees = (180/pi)*Radians.


How do you convert radian measure to revolution?

1 revolution = 2pi radians therefore; 1 radian = 1revolution/2 pi radians = 0.159154943 revolution


How do you change trigonometry value into a degree?

You want to change radian to degrees. To change radian to degree, multiply the radian by 180 and divide by PI, where PI=3.14159. For example 2 radians = 2 (180)/3.14159 = 114.59 degrees.


What is the sin pi over 2?

Sine(pi/2) = 1 This is 'Radian' measure of an angle. pi/2 radians = 90 degrees. When you see something like 'Sine(pi/2)' make sure your calculator is in RADIAN mode. ' NOT degree mode.


How do you convert angles to radian measure?

180 degrees = 1 pi radian. That means that there are 2 pi radians in a circle. Divide the number of degrees by 180 and you get the pi radians. You can also multiply the pi radians by 180 and get the number of degrees.


Why multiply degree to pi by 180 to convert it to radian?

A whole circle is 360 degrees or 2*pi radians. 360 degrees = 2*pi radians so that 1 degree = pi/180 radians This gives the conversion factor of pi/180 to convert degrees to radians.


If you are upside down what degree are you?

270 degrees, 3π/2 radian


How do you convert from degrees to radians and from radians to degrees?

To convert from degrees to radians, multiply the degree measure by (\frac{\pi}{180}). Conversely, to convert from radians to degrees, multiply the radian measure by (\frac{180}{\pi}). For example, (90^\circ) is equivalent to (\frac{\pi}{2}) radians, and (\pi) radians equals (180^\circ). These conversions stem from the relationship that (180^\circ) corresponds to (\pi) radians.


How many radians are in one steradian?

None. A radian is a measure of angular separation in 1-dimensional space, a steradian is a measure in 2-dimensional space. It makes no sense to try to convert from one to the other.


Define degree measurement and radian measurement?

Both are measurements of angular displacement. A degree is 1/360 of a full trun or whole circle. A radian is 1/(2*pi) of a full turn.


How do you convert radian to revolution per minute?

"Radian" is a distance. "Revolution per minute" is a speed. Those two units measure different quantities, and they don't convert into each other. It'll help to know that 1 revolution is (2 pi) radians. So "one revolution per minute" is "2 pi radians per minute", etc.


What is the degree measure corresponding to radian measure?

Two equations, solve for x1°= x radians90° = π/2 radians1/90 = x/(π/2)π/2 = 90xx = π/180 ~= 0.01745 radiansTherefore: 1°= π/180 radians ~= 0.01745 radiansor easier to remember: 180° = π radiansSwitching the equation around:1 radian = (180/π)° ~= 57.2958°