Найти производную функции:y=2*5^(-x)*ln²(5x+√x)y'=?. Created by chokochoko. matematika-ru

Найти производную функции:y=2*5^(-x)*ln²(5x+√x)y'=?...

July 2022 1 7 Report

Найти производную функции:
y=2*5^(-x)*ln²(5x+√x)
y'=?

Answers & Comments

Эль96 $y=2* 5^{-x}* ln^{2}(5x+\sqrt{x}) \\ y'=5^{-x}* 2ln^{2}(5x+\sqrt{x})= 5^{-x} ln5*2ln^{2}(5x+\sqrt{x})+\frac{5^{-x}}{(5x+\sqrt{x})^{2}}=$ $5^{-x}*( ln5*2ln^{2}(5x+\sqrt{x})+\frac{1}{(5x+\sqrt{x})^{2}})$

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pochemu osobi poluchennye putem partenogeneza okazyvayutsya bolee slabymi i boleznen

v programme paskal sostavit programmu vyvodyashuyu na ekran ryad chisel fibonachchi

sostavit programmu zadany dejstvitelnye h i u prinadlezhit li tochka h u za

sostavit programmu na yazyke paskal v 1626 godu indejcy prodali ostrov manhett

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