Quadrant (quadrant) to Turn (2π rad) converter

Converting from Quadrant (quadrant) to Turn (2π rad) | Angle

What is Quadrant (quadrant)

A Quadrant is a unit of angle measurement representing one-fourth of a full revolution or 90 degrees. It is commonly used in geometry and trigonometry to locate points on a coordinate plane.

What is Turn (2π rad)

A Turn is another unit of angle measurement equal to the angle that subtends a full circle, which is equivalent to 2π radians. This unit is frequently used in mathematics and physics to define angles in terms of circular motion.

Conversion Formulas

  • To convert from Quadrant to Turn: Turns=4Quadrants​

  • To convert from Turn to Quadrant: Quadrants=4×Turns

Examples

  1. Convert 13 Quadrants to Turns:

413​=3.25 Turns

  1. Convert 14 Quadrants to Turns:

414​=3.5 Turns

  1. Convert 7 Turns to Quadrants:

4×7=28 Quadrants

Conclusion

Use these conversion formulas to easily switch between Quadrants and Turns when working with angle measurements.

Quadrant to Turn conversion table

quadrant to 2π rad conversion table

Quadrant (quadrant)Turn (2π rad)
0.01 quadrant0.0025 2π rad
0.1 quadrant0.025 2π rad
1 quadrant0.25 2π rad
2 quadrant0.5 2π rad
3 quadrant0.75 2π rad
4 quadrant1 2π rad
5 quadrant1.25 2π rad
6 quadrant1.5 2π rad
7 quadrant1.75 2π rad
8 quadrant2 2π rad
9 quadrant2.25 2π rad
10 quadrant2.5 2π rad
10 quadrant2.5 2π rad
20 quadrant5 2π rad
30 quadrant7.5 2π rad
40 quadrant10 2π rad
50 quadrant12.5 2π rad
60 quadrant15 2π rad
70 quadrant17.5 2π rad
80 quadrant20 2π rad
90 quadrant22.5 2π rad
100 quadrant25 2π rad
1 000 quadrant250 2π rad
2 000 quadrant500 2π rad
3 000 quadrant750 2π rad
4 000 quadrant1 000 2π rad
5 000 quadrant1 250 2π rad
6 000 quadrant1 500 2π rad
7 000 quadrant1 750 2π rad
8 000 quadrant2 000 2π rad
9 000 quadrant2 250 2π rad
10 000 quadrant2 500 2π rad