Ответ: а) f(x) = Cos x , g(x) = 1/(x² + 1)
y1 = f(g(x)) = Cos(1/(x² + 1))
y2= g(f(x)) = 1/(Cos²x + 1)
б) f(x) = x² + x - 1, g(x) = Ctg x
y1 = f(g(x)) = Ctg²x + Ctg x -1
y2= g(f(x))= Ctg(x² + x -1)
Пошаговое объяснение:
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Ответ: а) f(x) = Cos x , g(x) = 1/(x² + 1)
y1 = f(g(x)) = Cos(1/(x² + 1))
y2= g(f(x)) = 1/(Cos²x + 1)
б) f(x) = x² + x - 1, g(x) = Ctg x
y1 = f(g(x)) = Ctg²x + Ctg x -1
y2= g(f(x))= Ctg(x² + x -1)
Пошаговое объяснение: