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Určete definiční obor funkce

f(x)=\ln(\frac{-3x+9}{5-5x})+\ln(8).f(x)=\ln(\frac{-3x+9}{5-5x})+\ln(8).
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Vyřešte nerovnici

4x^2-24x+30 < -2.4x^2-24x+30 < -2.
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Vyřešte nerovnici

\frac{-3x-6}{2x-8}\geq -1.\frac{-3x-6}{2x-8}\geq -1.
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Vypočtěte největší reálné číslo, které je řešením soustavy nerovnic

9 ≤ 10 - 3x ≤ 17. Zaokrouhlete na dvě desetinná místa.

 

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When you are using a jump table, what could go wrong if the program

fails to check that the code is valid?

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What is the label of the instruction that will be executed

after the following code executes?

    lea R5,JT[R0]

    lea R4,3[R0]

    add R4,R4,R4

    add R4,R5,R4

    jump 0[R4]

JT  jump placeA[R0]

    jump placeB[R0]

    jump placeC[R0]

    jump placeD[R0]

    jump placeE[R0]

    jump placeF[R0]

placeG

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Suppose you have a code whose value is one of the following:

27, 192, 13, -4, 57, 83, 2, 941

For each value of the code there is a corresponding statement that

should be executed. Which technique should be used to implement this?

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Suppose you have a code whose value is one of the following:

0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15

For each value of the code there is a corresponding statement that

should be executed. Which technique should be used to implement this?

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Which statement about the call stack is NOT true?
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