How can radians be converted into degrees?

To convert radians into degrees, you can use the relationship that (180) degrees is equivalent to (\pi) radians. This means that for every (1) radian, there are (\frac{180}{\pi}) degrees. Therefore, when converting a value (X) from radians to degrees, you multiply (X) by (\frac{180}{\pi}).

This conversion factor ensures that the radian measure is accurately expressed in degrees. As a result, using this formula allows you to convert the angle measured in radians directly into its equivalent degree measure, which is crucial in various engineering applications where different angle measurements are used.

The other options utilize incorrect factors for conversion, either mixing the degrees in relation to radians or misrepresenting the ratio between them. Specifically, the correct relationship established by the choice leads to a straightforward and universally accepted method for such conversions.