Matematika - LS 24/25

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Určete definiční obor funkce

f(x)=\ln(\frac{3x+9}{8-2x})+\ln(8).

(-\infty,-3\rangle\cup(4,\infty)

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\langle-3, 4)

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(-\infty,-3)\cup(4,\infty)

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(-3, 4)

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(-\infty, 4)

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(-\infty, -3)

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Vyřešte nerovnici

\frac{-4x-4}{2x-6}\leq -1.

(-\infty, 3)

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\langle -1,0)

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\langle-5, 3)

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(3,\infty)

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(-\infty,-1\rangle\cup(3,\infty)

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(-\infty,-5\rangle\cup(3, \infty)

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Vyřešte nerovnici

6x^2-24x+26 < 8.

(-\infty, \infty)

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(-\infty,1)

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(-\infty,4)

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(1,3)

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(-\infty,1)\cup(3, \infty)

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(-\infty,3)

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