Ndeipi chiyero chebasa

Muchinyorwa chino, tichatarisa kuti chiyero chebasa chii, kuti rinotangwa sei uye rinotsanangurwa sei. Isu tinonyorawo nzvimbo idzi kune dzinonyanya kufarirwa maficha.

gutsikana

Pfungwa yehukuru

Domain iboka rezvinokosha x, panotsanangurwa basa racho, kureva kuti iripo y. Dzimwe nguva anodanwa nzvimbo yebasa.

  • x - yakazvimirira musiyano (nharo);
  • y - zvinoenderana nekusiyana (basa).

Zvakajairwa notation yechinhu: y=f(x).

basa hukama huri pakati pezvinhu zviviri zvakasiyana (seti). Panguva imwe chete, mumwe nomumwe x inofananidzira kukosha kumwe chete y.

Tsanangudzo yejometri yedunhu retsanangudzo yebasa ndeyekuratidzwa kwegirafu inoenderana naro kune abscissa axis (0x).

Seti yemaitiro emabasa – zvose zvinokosha yinogamuchirwa nebasa riri panzvimbo yayo. Kubva pakuona kwe geometry, uku ndiko kuratidzwa kwegirafu pane y-axis (0y).

Nzvimbo yetsanangudzo inoratidzwa se D (f). Pane kudaro f, zvichiteerana, basa chairo rinoratidzwa, semuenzaniso: D(x2), D(cos x) etc.

Ipapo chiratidzo chakaenzana chinowanzoiswa uye maitiro chaiwo anonyorwa:

  1. Kuburikidza nesemicolon, tinoratidza miganhu yekuruboshwe nekurudyi yenguva inoenderana nehunhu paaxis. 0x (zvakanyatso muhurongwa ihwohwo).
  2. Kana muganhu uri mukati metsanangudzo nzvimbo, isa bhaketi yekwere padivi payo, kana zvisina kudaro, bhaketi rakatenderera.
  3. Kana pasina muganhu wakasara, tinotsanangura panzvimbo "-∞", rudyi - "" (verenga se” minus/plus infinity”).
  4. Kana zvichidikanwa, kana iwe uchida kubatanidza mitsara yakawanda, izvi zvinoitwa uchishandisa chiratidzo chakakosha “∪”.

Semuyenzaniso:

  • [3; 10] ndiyo seti yezvose zvakakosha kubva pamatatu kusvika kugumi zvinosanganisira;
  • [4; 12) - kubva pachina kubatanidza kusvika gumi nembiri chete;
  • (-2; 7] - kubva pakubvisa maviri chete kusvika pakuwedzera nomwe pamwe chete.
  • [-10; -4) ∪ (2, 8) – kubva pakubvisa gumi zvichisanganisirwa kusvika pakubvisa ina chete uye kubva pambiri kusvika pasere chete.

Cherechedza:

  • Nhamba dzese dzinopfuura zero dzakanyorwa seizvi: (0; ∞);
  • Zvese zvisina kunaka: (-∞; 0);
  • Nhamba dzese chaidzo (-∞; ∞) Kana zviri nyore R.

Dzimba dzemabasa akasiyana

»dhata-kurongeka=»Ndeipi chiyero chebasa«>Ndeipi chiyero chebasaNdeipi chiyero chebasa
General maonerobasaNzvimbo yetsanangudzo (D)
linearlyNepfuti«>Ndeipi chiyero chebasaNdeipi chiyero chebasamudzi«>Ndeipi chiyero chebasaNdeipi chiyero chebasa
pamwe nelogarithmkuratidziraNhamba dzese chaidzo, dzine huwandu hunoenderana nekukosha azvakanaka kana zvakaipa, nhamba kana chidimbu.
simbaSezvakangoita exponential function.
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