u = F [ pφ pk] =d[pz] / [1-pz] [1-pkpz]= d [pφ]/pk - [p sin φ]
log [pa] dpx = x log pa px - px /1pn pa + pk = 1pn px dpx = px [1pn px - 1] + pk = pa *px [dpx] = [pa * px ] / 1 pn pa + pk= pe dpx = [ pe *px] + pk
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px [dpx]= [px +1] / [pn + 1] + pk= px [dpx]= [px +1] / [pn + 1] + [pk / pw]= 1/px [dpx] = 1 [pn] [px] + pk= 1/px [dpx] = 1 [pn] [px] + [pk/pw] = [1/ pa+px] dpx = [1/pa] arc tg [px/á] + pk = [1/ pa+px] dpx = [1/pa] arc tg [px/á] + [pk/pw] = [1/pa-px] dpx = [1/ 2pa] [1pn [pa+px/pa-px] + pk= [1/pa-px] dpx = [1/ 2pa] [1pn [pa+px/pa-px] + [pk/pw] =
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