Radiaan
Radiaan
Radiaan (tähis rad) on tasanurga mõõtühik SI-süsteemis. Raadiusepikkusele kaarele toetuv kesknurk on ühe radiaani suurune. Täisringis on
radiaani ehk 360 kraadi:

Vastavalt

ehk

Radiaanid saab seega kraadideks ümber arvutada teguriga
ja kraadid radiaanideks teguriga
Näiteid:


Vaata ka