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![SOLVED: Given the function h, find functions f and g such that h(x)=(g∘f)(x). h(x)=(6+7x)^7 f(x)= g(x)= SOLVED: Given the function h, find functions f and g such that h(x)=(g∘f)(x). h(x)=(6+7x)^7 f(x)= g(x)=](https://cdn.numerade.com/ask_previews/90a5d14e-35c6-43e3-a1c9-a3e29a805aee.gif)
SOLVED: Given the function h, find functions f and g such that h(x)=(g∘f)(x). h(x)=(6+7x)^7 f(x)= g(x)=
Logaritmi. bx = log se citeste : logaritm in baza a, din b Conditii de existenta pt logaritm : - Baza a este un numar pozitiv,
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Rezolvare de ecuatii in multimea numerelor complexe C. Ecuatii bipatrate (clasa a 10-a /BAC). Ecuatii cu delta negativ (exercitii rezolvate matematica) – #JitaruIonelBLOG -pregatire BAC si Evaluarea Nationala 2023 la matematica si
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