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Faktoringin Winding Faktoringin Pitch da Faktoringin Distribution

Encyclopedia
فیلڈ: Dakilin ƙasashen ilimi
0
China

Takaitaccen takaminta mai girma


Takaitaccen takaminta yana nufin zuburun da ita ce mafi girman takaminta da kuma zuburun da ita ce mafi girman ci gaba.


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Zuburun da ita ce mafi girman takaminta


Zuburun da ita ce mafi girman takaminta yana nufin fasarwar da jama'a ta shirya masu shirya da kuma mutaneen da ita ce mafi girman jama'ar, kuma yana da damuwa da ke cikiwa.


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Zuburun da ita ce mafi girman takaminta yana daya daga cikin abubuwan da suka haɗa da tsarin shirya. Kamar haka, tsarin shirya na iya haɗa da al'adunsu masu kananan birnin, wanda ke yi al'adunsu masu lokaci a tsarin shirya na gadi.



Girman takaminta mai tsawo da girman takaminta mai kwayoyi


A girman takaminta mai tsawo, shiryan suke jama arithmetically saboda tushen fasa da 180°, amma a girman takaminta mai kwayoyi, suke jama a tushen fasa da tashin da ya fi 180°.


Zuburun da ita ce mafi girman ci gaba


Zuburun da ita ce mafi girman ci gaba yana nufin tsarin shirya da ita ce mafi girman tsarin shirya da ita ce mafi girman ci gaba, kuma yana da damuwa da ke cikiwa.


A matsayin zuburun da ita ce mafi girman ci gaba, zuburun da ita ce mafi girman ci gaba yana da damuwa da ke cikiwa.

Saki so kuɗi ƙofin dan wasu.

Saki so kuɗi ƙofin dan wasu da kuma ƙofin dan wasu.

Shirya da ita ce mafi girman girman takaminta Ec.

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Karamin tushen fasa a waɗannan kuɗi,


Muna saki ƙarfin shirya da ita ce mafi girman ƙofin dan wasu da kuma ƙofin dan wasu, kamar AC, DC, DE, EF, etc. Su ɗaya da damuwa, amma suka ƙare da tushen fasa β.

Idan muna kawo ƙungiyoyin AC, CD, DE, EF -- Zai ƙare da muhimmanci O.EMM a duk ƙofin dan wasu

Don in ƙare,


Saboda ƙofin dan wasu ƙofin dan wasu m, yana nufin jama'ar arithmetical duka shiryan da ita ce mafi girman ƙofin dan wasu a duk ƙofin dan wasu,


Shirya da ita ce mafi girman AB, kamar yadda ake bayyana a cikin hoton.

Saboda haka, shirya da ita ce mafi girman


mβ tana da sunan faden fasa na shirya.

Zuburun da ita ce mafi girman Kd yana ba da takaminta a cikin takaminta.


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Idan tsari na shirya yana da al'adunsu masu kananan birnin, kuma tushen fasa β a tsarin tsari mai yawa zai zama rβ al'adunsu, saboda haka, zuburun da ita ce mafi girman al'adunsu r zai.


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Al'adunsu a cutar gwamnati


Ta hanyar zabi tushen fasa daidai, maɓallace suke samun hanyar gwamnati don in ƙara al'adunsu da ba a bukata ba.


Ba da kyau kuma kara mai rubutu!
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