Linked from

The 21 pages that link to Degree (angle), each with the reason it gives.

• LatitudeRelated: Latitude is commonly expressed in degrees, often subdivided into minutes and seconds.

• RadianCompared with: Degrees divide a turn into 360 parts, while radians arise from the circle’s geometry.

• AngleRelated: Degrees express an angle’s size by dividing a full turn into 360 parts.

• DeclinationRelated: Declination is commonly expressed in degrees, with arcminutes and arcseconds for precision.

• SineCompared with: Degree inputs express the same sine values using a different angle scale.

• Unit circleCompared with: Degrees are an alternative to radians for labeling positions on the circle.

• AzimuthRelated: Degrees are the common unit for expressing azimuth on a 0°–360° circle.

• Inscribed angle theoremRelated: The theorem’s half-and-double relationship is commonly expressed in degrees.

• Interior angleRelated: Polygon interior angles are commonly measured in degrees.

• Central angleRelated: Degrees commonly express central angles and their corresponding arc measures.

• Small-angle approximationCompared with: Using degree values directly makes tan θ ≈ θ invalid without converting units.

• Right angleRelated: Ninety degrees is the standard measurement used to define a right angle.

• SexagesimalBroader topic: Each degree divides into 60 arcminutes, continuing sexagesimal subdivision.

• Directed angleRelated: Degrees can express directed rotations, including values outside zero to 360.

• SteradianCompared with: Degrees measure planar spread, whereas steradians measure spread across directions in three dimensions.

• BearingRelated: Degrees are the usual unit for stating bearings, though other angular units are possible.

• GradianCompared with: Degrees divide a full turn into 360 parts rather than 400.

• MilliradianCompared with: Degrees are more familiar, while milliradians divide angles into finer practical increments.

• Square degreeRelated: The square degree derives from squaring the degree used for angular coordinates.

• Differentiation of trigonometric functionsCompared with: Using degrees introduces a conversion factor absent from the standard trigonometric derivative formulas.

• Minute and second of arcNarrower topic: The degree is the larger unit subdivided into minutes and seconds of arc.