In the world of geometry and mathematics, it is very much important for the kids to be clear about different kinds of measurements of the angle and further being clear about the ways of measuring the angles is another very important thing to be taken into consideration. Both popular measures of the angle include the degree and radians and one complete anticlockwise revolution can be represented with a value of two into the value of pi in terms of radians and 360° in terms of degrees. Hence, both of them can be perfectly equated as:

• Two into the value of pi is equal to 360°
• The value of pi is equal to 180°

It is also very much modern for the kids to be clear about the radians to degrees conversion because this is another very important aspect to be undertaken and can be undertaken for any kind of angle by utilisation of the above-mentioned formula very easily. From the above-mentioned equation, one can very perfectly say that 180° will always be equal to the value of pi in terms of radians.

On a general basis, the measure of an angle in degrees is the most commonly undertaken thing but radians is another very important common measure at the time of undertaking the angles of trigonometry functions or the periodic functions. Radians will always be represented in the form of the value of pi which is always equal to 22/7 or 3.14.

• Degree into the value of pi/180° is equal to radians
• Radians into 180°/value of pi is equal to degrees
• 360° is equal to 2 into the value of pi radians
• 180° is equal to the value of pi into radians

## What is the process of converting the degrees to radians?

The value of 180° will always be equal to the value of pi radians and to convert any kind of given angle from the measure of degrees to the radians the value has to be perfectly multiplied by the value of pi/180:

Angle in terms of radians is equal to the angle in terms of degree into the value of pi/180

Following are the basic steps which the people need to take into consideration in terms of conversion of the angle into degree measure to the radians:

1. People need to write the numerical value of the measure of an angle given in degrees
2. Now people need to multiply the numerical value written and step one by the value of pi/180
3. Now we will need to simplify the expression by cancelling the common factors of the numericals
4. Now the result obtained will be after the simplification of the angle measured in terms of radians.

Further, being clear about the radians to degrees equation is very much important for the kids so that they can solve the formulas and questions very easily and there is no hassle at any point in time. Another very important thing to be taken into consideration by the people is to convert a negative degree into radians which is the same procedure as in the case of positive degree and further people should also be clear about the degrees to radians start in the whole process which will always allow the kids to make right kind of decisions about the process and there is no hassle at any point of time.

Hence, being clear about the concept of degrees to radians is another very important thing to be undertaken by the kids which is only possible if they register themselves on platforms like Cuemath where they will be taught by the top-notch quality staff who have a good idea about the whole field and are further very much successful in terms of providing the kids with right kind of worksheets so that they can practice the things very well and can have a good command over the whole process without any kind of extraordinary efforts.

*Photo by Karolina Grabowska