Tlola o ye mo diteng
DikaiBula setseleganyi ↗

molaWaSekhutlo

E bopa mola go tswa mo sekhutlong.

molaWaSekhutlo(sekhutlo, [boleeleJwaOne])

E busa mola o mosha wa 2D ka sekhutlo sa radians, se se lekanngwang go tswa mo go x o o oketsegang. Boleele bo simolola ka 1. Tiro eno e dirisa radians ka metlha, le fa seeloSaSekhutlo se beilwe mo go DEGREES; mola o o busiwang le one o dikolosiwa ka radians.

LeinaMofutaTlhaloso
sekhutlopaloSekhutlo ka radians.
boleeleJwaOne (ka boitlhophelo)paloBoleele jwa mola; 1 fa bo sa neelwa.
E bopa mola go tswa mo sekhutlong
tiro setaLoeto() {
  thalaKanefase(320, 220);
  bokamorago(235);
  diri lebelo = molaWaSekhutlo(KOTARA_PI, 100);
  thalaMothalo(70, 50, 70 + lebelo.x, 50 + lebelo.y);
  emisaPoapoeletso();
}

bopaMola, dikolosaMola, radians