Log2 2x 1 log2 x 1. Log2x<1/2. Log(x+1)+log(2x+4/x+1. 3log1/2x+5log1/2x-2. Log2x<1/2.
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Лог 3 1/27. Log2 0,25(x+1)+log0. Log 1/2 x. Log2 2x 1 log2 x 1. 2 log2 2x + 2 log x x.
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Log2 2x 1 log2 x 1. Log 1/2 x. Log2 1/32. Log2 2x 1 log2 x 1. Лог 7 2 лог 7 5 лог 5 10.
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Log 1/2 x. Log2(2x-1)=3 решение. Log7x=2. Log x 2x-1 log x 2x2. Log2/3x-2log3x 3.
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Log3 ( x−1 )−log3 ( x+4 )=−2. Лог1/3 х>4. Log5 4+x 2. Log2 2x 1 log2 x 1. Log2 2x 1 log2 x 1.
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Log2 x log2 x-3 +1 log2 x 2-3x. Log2 2x 1 log2 x 1. Log2 2x 1 log2 x 1. Лог2 1. Log1/2(x+1) <- log2(2-x);.
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Log2(х2 + х) = 1. Log2x<1/2. Log7(2x+5)=2. Log 2x 0 25 log 2 32 x. Log 1/2 x.
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Log0,5 x >= -1. Log2(x-1)=1-log2x. |x-2| = a log2 |x-2|. Log^2 2 (x^2). Log2 2x 1 log2 x 1.
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Log 1/2 x. Log 1/2 x. Log2 2 x-log2 x-2=0. Лог 27 x=3. График функции y log 1 2 (x+1).
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Log2x>0. Log2(2x-1)=3 решение. Log2x<1/2. Log^2 2 (x^2). Log2 2x 1 log2 x 1.
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Log2(x+1)=4. Log3x-log9x 2. Log2 2x 1 log2 x 1. Log2 4. Log x 1 2x 5 log 2x-5 x+1 2.
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Функция y log 1/2 x. График функции log 1/2 x. 2+лог0,5 х=лог0,5(х-1). Log2 2x 1 log2 x 1. Log2 (x^2-2) - log2x log2(x -2/x).
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Log1/2(x+1) <- log2(2-x);. Метод введения новой переменной логарифмические уравнения. Log2x=3. X^log2 x. Log 1/2 x.
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Лог 2 x> 1. Log2 2x 1 log2 x 1. 25(x+1) 2. Log1/2(x+1) <- log2(2-x);. Log2x.
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Log2x<1/2. Log0 5 1 2x -1. Log5 7-x log5 3-x +2. Log2 2x 1 log2 x 1. 2лог2(х) 3лог3х.
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Log2 2x 1 log2 x 1. 3/log2 x-2 -4/log2x-1 1. X^log2 x. Log2 x=log2 3 2x-3. Log x 2 x+1 2 1.
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Log 2 (x 2 -2) - log 2 x <= log 2 (x-2 /x 2). Log2 2x 1 log2 x 1. Log2x. Введение новой переменной логарифмических уравнений. Log2 3x 1 log3 x 2log2 3x+1.
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Log 1/2 x. Log2 2x 1 log2 x 1. График функции y=log1/2(-x-1). Решить уравнение log. Log2(2x+1)>4.
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Log2(x-1)=1-log2x. Log2 2x 1 log2 x 1. Log2 2x 1 log2 x 1. Log4x= -2 решение. Log(5-x)=-2 одз.
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Log2 2x 1 log2 x 1. Log5 7 x log5 3 x +1 одз. Лог 2 x> 1. Log2x=log4x2. Log1/2(x+1) <- log2(2-x);.
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