Lissafi na Makarantar Sakandare

Misali Matsalar Tattaunawa Kan Darajar Da Ake Tsammani Ta Rarraba Al'ada Rarraba al'ada, wanda aka fi sani da Rarraba Gaussian, yana ɗaya daga cikin rarrabawar yiwuwar ci gaba da ake amfani da ita akai-akai a cikin ƙididdiga da yuwuwar. Sau da yawa ana amfani da wannan rarraba a matsayin zato na asali a cikin ƙididdiga daban-daban saboda kyawawan halayen lissafi, kamar daidaito da keɓancewarsa a cikin daidaitawa tare da matsakaicin (µ) da karkacewar misali... Karin bayani

Tambayoyi da Tattaunawa Kan Aikin Rarrabawa Na Al'ada Rarrabawa na yau da kullun, wanda aka fi sani da rarrabawar Gaussian, yana ɗaya daga cikin manyan rarrabawar yiwuwar a cikin ƙididdiga da nazarin bayanai. Wannan rarrabawa ana siffanta shi da lanƙwasa mai daidaitawa a kusa da matsakaicin, tare da yaduwar bayanan da ke nuna daidaitaccen karkacewar dabi'un da ke kewaye da shi. … Karin bayani

Tambayoyin Misali na Rarraba Al'ada: Rarraba al'ada, wanda aka fi sani da Rarraba Gaussian, shine rarrabawar yiwuwa da aka fi amfani da ita a cikin kididdiga. Wannan rarrabawa yana da siffar kararrawa mai daidaito, yana nuna cewa an tsara bayanan a kusa da matsakaici kuma yuwuwar wuce gona da iri (ƙima mai nisa da matsakaici) ƙasa ce. A cikin wannan labarin, za mu tattauna tambayoyi daban-daban na misalai... Karin bayani

Misali Matsalar Tattaunawa Kan Darajar Da Ake Tsammani Ta Rarraba Binomial Rarraba binomial rarrabawa ce ta daban wacce galibi ana amfani da ita a cikin kididdiga don bayyana yuwuwar samun nasarori da aka bayar a cikin gwaje-gwaje da dama da aka gudanar da kansu. Wannan rarrabawa yana da matukar amfani a fannoni daban-daban, kamar tattalin arziki, ilmin halitta, da kimiyyar zamantakewa. Wani muhimmin ra'ayi da za a fahimta a cikin rarraba binomial… Karin bayani

Misali na Tambayoyin Tattaunawa kan Aikin Rarraba Binomial Rarraba binomial rarrabawar yiwuwar rabe-raben rabe ne wanda ke bayyana adadin nasarorin da aka samu a cikin gwaji wanda ya ƙunshi gwaje-gwaje masu zaman kansu da dama tare da sakamako biyu masu yiwuwa: nasara da gazawa. Kowace gwaji ana kiranta gwaji, kuma rarraba binomial galibi ana amfani da shi a cikin yanayi inda adadin nasarorin da aka samu daga gwaje-gwaje masu zaman kansu da dama... Karin bayani

Misalan Rarraba Binomial Matsaloli da Tattaunawa Rarraba binomial yana ɗaya daga cikin rarrabawar yiwuwar da aka fi amfani da su akai-akai. Yana da matukar amfani wajen yin kwaikwayon adadin nasarorin da aka samu a cikin gwaje-gwaje iri ɗaya da masu zaman kansu, kowannensu yana haifar da nasara ko gazawa. A cikin wannan labarin, za mu zurfafa cikin rarraba binomial ta hanyar samar da misalai da yawa na matsaloli... Karin bayani

Misalan Rarraba Daidaito Tattaunawa Rarraba Daidaito ɗaya ɗaya ce daga cikin mafi sauƙin nau'ikan rarrabawar yiwuwa a cikin ƙididdiga. An raba ta zuwa manyan nau'i biyu: rarraba daidaito daban-daban da rarraba daidaito akai-akai. A cikin wannan labarin, za mu tattauna nau'ikan rarraba daidaito guda biyu, mu ba da misalai, kuma mu tattauna hanyoyin magance waɗannan matsalolin. Rarraba Daidaito… Karin bayani

Tambayoyi Kan Nazarin Bayanai da Tambayoyi Kan Nazarin Yiwuwa Tambayoyi Kan Nazarin Bayanai da Tambayoyi Kan Yiwuwa Fannin bincike kan yiwuwa fage biyu ne da ake yawan fuskanta a fannoni daban-daban, musamman kididdiga, lissafi, tattalin arziki, da kuma binciken kasuwa. A cikin wannan labarin, za mu tattauna tambayoyi da tattaunawa da dama da suka shafi nazarin bayanai da kuma nazarin yiwuwa don zurfafa fahimtarmu game da waɗannan muhimman ra'ayoyi. 1. Bincike… Karin bayani

Tambayoyi Masu Misali Game da Amfani da Haɗaɗɗun Haɗaɗɗu a cikin Ilimin Lissafi Amfani da haɗaɗɗun haɗaɗɗu a cikin ilimin kimiyyar lissafi wani ra'ayi ne mai matuƙar muhimmanci kuma mai faɗi. Amfani da haɗaɗɗun haɗaɗɗu yana bawa masana kimiyyar lissafi da injiniyoyi damar ƙididdige abubuwa daban-daban na halitta masu rikitarwa, ko da sun shafi motsi, kuzari, ƙarfi, ko wasu fannoni daban-daban. Wannan labarin zai bincika tambayoyi da yawa da tattaunawarsu... Karin bayani

Tambayoyi Misali Game da Amfani da Integrals a Tattalin Arziki da Kasuwanci Gabatarwa Integrals muhimmin ra'ayi ne a cikin lissafi kuma suna da aikace-aikace da yawa a fannoni daban-daban, gami da tattalin arziki da kasuwanci. A cikin wannan mahallin, galibi ana amfani da integrals don nazarin jimillar riba, farashi, kudaden shiga, da ayyukan amfani da samarwa. Fahimtar amfani da integrals a cikin tattalin arziki da kasuwanci… Karin bayani