Kyauta ne, babu asusu

Kalkuleta Mai Tsawon Raba Polynomial

Raba ɗaya daga cikin polynomial da wani sannan a bi kalmar quotient, ragi da sauran a kowane mataki. Ana kiyaye ma'aunin shigar da lambobi daidai, gami da sakamakon fractional.

Yi amfani da x, ^ don iko, ma'aunin lamba da + ko − tsakanin kalmomi, misali 2x^3 - x + 4. Matsakaicin digiri: 20; matsakaicin kalmomi 64 da haruffa 256 a kowace magana. Ba a tallafawa ma'aunin shigarwa na decimal da fractional coefficients, masu canji da yawa da sauran ayyuka ba. Ana nuna ma'aunin fractional quotient ko sauran coefficients daidai.

Ta yaya ake raba polynomials tare da dogon rabawa?

Rubuta duka polynomials ɗin a cikin ikon saukowa, raba kalmomin da ke kan gaba, ninka mai rabawa da wannan kalma, cirewa, sannan a maimaita har sai sauran ya sami ƙaramin digiri fiye da mai rabawa. Misali, (x² − 1) ÷ (x − 1) yana ba da ƙimar x + 1 da ragowar 0.

Tambayoyin da ake yawan yi

Ta yaya ake raba polynomials tare da dogon rabawa?

Rubuta duka polynomials ɗin a cikin ikon saukowa, raba kalmomin da ke kan gaba, ninka mai rabawa da wannan kalma, cirewa, sannan a maimaita har sai sauran ya sami ƙaramin digiri fiye da mai rabawa. Misali, (x² − 1) ÷ (x − 1) yana ba da ƙimar x + 1 da ragowar 0.

An loda maganganun polynomial dina?

A'a. Lissafin yana gudana a cikin wannan burauzar. Ba a ɗora ko adana maganganunku ba.

Menene sauran rabon dogon polynomial?

Sauran shine polynomial ɗin da aka bari bayan an maimaita rabawa da cirewa. Dole ne digirinsa ya zama ƙasa da digirin mai rabawa; yana iya zama sifili lokacin da mai rabawa ya raba daidai.

Shin rabon polynomial zai iya samar da juzu'i?

Eh. Ma'aunin shigar da lambobi na iya samar da daidaiton ma'aunin kashi ko kuma ma'aunin sauran ma'auni. Wannan kalkuleta yana nuna su a matsayin ƙananan juzu'i, kamar 1/2.

Shin wannan yana raba lambobi na yau da kullun ko kuma yana ƙididdige polynomial?

A'a. Yana raba polynomial ɗaya a cikin x da wani. Yi amfani da kalkuleta mai raba dogon lamba don lambobi gaba ɗaya da kayan aikin factorization don nemo polynomial factors.