Kalkuletar wasannin haɗin mahalarta biyu-biyu

Yadda ake samun kimantawa

Akwai N × (N − 1) ÷ 2 haɗin mahalarta biyu ba tare da la'akari da jeri ba. Ninka da K don jimillar wasanni. Kowane mahalarta yana buga (N − 1) × K wasanni. Ninka kowane adadin wasanni da mintunan kowane wasa don jimillar lokaci. Wasa ɗaya yana da mahalarta biyu amma ana ƙirga shi sau ɗaya a jimilla.

Samfurin ƙidayar dukkan haɗin biyu ne, ba mai tsara jadawali ko ƙa'idar wasanni ba. Ba ya tsara zagaye, hutu saboda rashin abokin wasa, filaye ko wurare. Ba a haɗa rukuni, fidda gwani, janyewa, haɗuwa marasa daidaito, tsawon wasanni daban-daban, hutu, sauye-sauye ko ƙa'idojin hutawa ba. Wasanni a lokaci ɗaya na iya canza lokacin da ya wuce; ba a hasashen lokacin ƙarewa. Ba a ba da shawarar adadin mahalarta ko tsawon wasa ba.

Duba misalin da aka cika

Misalin da aka zaɓa: mahalarta 6, haɗuwa 1 ga kowane haɗin biyu, mintuna 20 ga kowane wasa. Akwai haɗin biyu 15 da wasanni 15; kowane mahalarta yana da wasanni 5. Jimillar lokaci mintuna 300 ce gaba ɗaya da mintuna 100 ga kowane mahalarta. Bayanan misali ne, ba ƙa'idar wasanni ko shawarar tsawon wasa ba.

Ƙimomin da aka karɓa

Mahalarta daban-daban N: 'yan wasa ko ƙungiyoyi

6

Haɗuwar kowane haɗin biyu K: 0 = babu wasanni

1

Tsawon wasan da ka zaɓa d, mintuna

20

Shirya mataki na gaba

Yi amfani da kalkuleta na yau da kullum don ƙara hutun da ka zaɓa daban, a mintuna. Wannan ba ya tsara jadawalin gasar.