Tlola o ye mo diteng
DikaiBula setseleganyi ↗

degrees

→ degrees()

E fetolela sekhutlo go tswa mo diradianeng go ya go dikirii.

degrees(diradiane)

degrees(PI) ke 180. degrees(PEDI_PI) ke 360.

Dikirii le diradiane ke mekgwa e mebedi ya go bala sekhutlo se le sengwe. Go dikologa go go feletseng ke dikirii tse 360, kgotsa PEDI_PI diradiane.

Ela tlhoko: degrees ga e ame seeloSaSekhutlo, mme ga e ameiwe ke sona. Ka metlha e fetolela go tswa mo diradianeng go ya go dikirii, le fa seelo se se beilweng e le DEGREES. E dirisiwa fa o batla go bona palo ka dikirii — jaaka fa o e kwala ka kwala — e seng go fetola tsela dikhutlo di balwang ka yona; seo ke tiro ya seeloSaSekhutlo.

Leina le sala jaaka le ntse, mmogo le RADIANS le DEGREES tse di romilweng pele. Leina la seelo ke mokwalo o o dirisiwang mo lefatsheng lotlhe, fela jaaka PI — mme fa DEGREES e sala e le Seesemane, degrees e tshwanetse go sala le yona: kgopolo e le nngwe, mafoko a le mangwe.

LeinaMofutaTlhaloso
diradianepaloSekhutlo ka diradiane.
Sekhutlo se le sengwe, se bontshitswe ka mekgwa e mebedi
tiro setaLoeto() {
  thalaKanefase(400, 400);
  bokamorago(20, 25, 35);
  boketeMothalo(2);

  gopheta (diri i = 0; i < 8; i = i + 1) {
    metlha diradiane = selekanyo(i, 0, 8) * PEDI_PI;

    // Palo e le nngwe, e balwa ka mekgwa e mebedi
    kwala(diradiane);
    kwala(atametsa(degrees(diradiane)));

    mothaloMmala(lekanyetsa(i, 0, 7, 70, 245), 165, 215);
    thalaMothalo(200, 200, 200 + cos(diradiane) * 150, 200 + sin(diradiane) * 150);
  }
}

radians, DEGREES, RADIANS, seeloSaSekhutlo, PI