teoriya rastvorov sil'nykh elektrolitov

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prezentatsiya powerpoint tema 2 teoriya rastvorov silnix elektrolitov. avtoprotoliz vodi. konstanta avtoprotoliza vodi. vodorodniy pokazatel. image1.jpeg image2.jpeg image3.jpeg image4.jpeg image5.jpeg image6.jpeg image7.jpeg image8.jpeg image9.jpeg image10.jpeg image11.jpeg image12.jpeg image13.jpeg slide 1 teopua anektponuttnyueckon auccounalnn (c. appennyc, 1888-1889) pactbopbi he3nektponnuttob 3nektponuttob j q 3nexmponump! — bewectba, npv pactbopehnnnu nogbeprarowmeca uohu3auuu (oucco4yuauuu) um coo6wjarolne pactbopy cnocoghoctb npoboamtb anekktpun4eckhii tok. snektponutpi 17 slide 1 qwektpoohtbi cuupupte (o> 0.3 nam 30%) caag6nie (a ht+cr 2.h,po, == h*+ h,po, ay 2. h,so, —> 2h*+so,?- h,po, => h*+hpo,- a, 3. ca(oh), —> ca?*+2 oh- hpo,- = h*+p0,;- a; 4. al,(so,),; —> 2 ap*+3s0,2- q >> a, >> a; 3.nh,+h,o == nh, +oh- jiucconmupyror heogpattumo, toihoctbio jiucconmupyrot o6patumo, helohocthio, crynehsato hesnektponutbl — 3tahon, ruyepnh, rntokosa, caxaposa, cppyktosa 18 slide 1 — wohm3mpobahb! (auccoymmpobahbi) npaktm4eckm nonhoctbio (conu, cunbhbie kiicnotbi, wennoun). + = nacloa) > natipp + cl (p-p) * bonbuime otknohehma ot cbomctb nfeanbhbix pactbopob. mexvohhble b3anmmogeictbua m b3ammopenctbma …

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.jpeg tema 2 teopaa pacraopos cmnbhbik ‘anextponmros. aetonpotomma boge. koxctanta astonpotona boali. boaopopheii nokazatens.

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prezentatsiya powerpoint tema 2 teoriya rastvorov silnix elektrolitov. avtoprotoliz vodi. konstanta avtoprotoliza vodi. vodorodniy pokazatel. image1.jpeg image2.jpeg image3.jpeg image4.jpeg image5.jpeg image6.jpeg image7.jpeg image8.jpeg image9.jpeg image10.jpeg image11.jpeg image12.jpeg image13.jpeg slide 1 teopua anektponuttnyueckon auccounalnn (c. appennyc, 1888-1889) pactbopbi he3nektponnuttob 3nektponuttob j q 3nexmponump! — bewectba, npv pactbopehnnnu nogbeprarowmeca uohu3auuu (oucco4yuauuu) um coo6wjarolne pactbopy cnocoghoctb npoboamtb anekktpun4eckhii tok. snektponutpi 17 slide 1 qwektpoohtbi cuupupte (o> 0.3 nam 30%) caag6nie (a ht+cr 2.h,po, == h*+ h,po, ay 2. h,so, —> 2h*+so,?- h,po, => h*+hpo,- a, 3. ca(oh), —> ca?*+2 oh- hpo,- = h*+p0,;- a; 4. al,(so,),; —> 2 ap*+3s0,2- q >> ...

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