vault backup: 2023-02-03 11:06:57
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@@ -18,3 +18,22 @@ Założenia:
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- $x\gt0$
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- $\tan x \gt 0$
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Dziedzina:
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$D_{f}=\{x\in (0,\infty)\}$
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## (3)
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$f(x)=\cfrac{\sqrt{\log(2x^{2}-8)}}{3-3^{x}}$
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Założenia:
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- $3-3^{x}\ne 0 \Rightarrow x\ne 1$
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- $\log(2x^{2}-8) \gt 0 \Rightarrow \log(2) \land \log(-2) \gt 0$
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Dziedzina:
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$D_{f}=\{x\in \mathbb{R}\setminus\{1\} : \log(2x^{2}-8) \gt 0 \}$
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## (4)
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$f(x)=\ln\sqrt{1-\sin2x^{1}}$
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Założenia:
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- $1-\sin2x^{1} \gt 0$
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-
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