Log 2 1/6 x>4. Log log1 4 x 2 2. 4x+20=0. X2 log 4-x 2 x2-8x+16. Log log1 4 x 2 2.
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Log2x-log3x=5. 3log1/2x+5log1/2x-2. Log1/3 x>4. Log2 (x2-x+3) >3. Решите неравенство log.
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Log2 x 2 4 3 log2 x+2/x-2. Лог 2 x> 1. Log log1 4 x 2 2. 2^log4(-2x+3)=1. Log log1 4 x 2 2.
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Лог 4(2 x - 1) \ x - 1. Лог 4(2 x - 1) \ x - 1. Log 1/2 x. Log_4(3х-4)=log_4(x+1). Log4(x-2)<2.
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Log4x>1. Log1|2(x2-8x)=2. 2 log2 3-3. Log2 (log6 x) = 1. 5 (x+1) < log0.
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Log log1 4 x 2 2. Log4x=2. Log x 8=-3/4 решение. Log4x=2. Log2x<1/2.
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Log 1/2 x. Log2x x-4 logx-1 6-x 0. Log4x>1. Логарифмические уравнения log2/3 + log3. 5 (2-x).
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Log0 1 x2+4x-20 0. Log2(x+1)=4. Введение новой переменной логарифмических уравнений. Решите неравенство log5(4x+1)>-1. 2^log4(x+1)=3.
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Log 2 2 x - log 2 x-2. Log log1 4 x 2 2. Решение неравенств с log. Log1/4(x-1/2)=-2. 2x.
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Log4 (2x-1)=1. Log log1 4 x 2 2. Log log1 4 x 2 2. Log4(2x−1)=log4(x+3)−1. Log log1 4 x 2 2.
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Log2(log2x)=1. 2^log2(5x-3)= 4. Log 3(3-2x)=2. Х log4 x-2. Log4x>1 log4x>-1.
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Log2x. Решить уравнение log. Log2(x+2) уравнение. Log2(2x+1)>4. Log_2^2(x)-4log_2(x)-1=0.
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(log2 log2x 3 + 1) / log 2 x 2 - log2 4x. Log^2 4 x +log 4 x < 2. Решите уравнение log2 4-x 4. Log x x 1 2. Log0.
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Log log1 4 x 2 2. 1-log0. |log4x x/4|*log 4x 2x^2. 4^{2\log_2 3-1}4 2log 2 3−1. Log log1 4 x 2 2.
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Log log1 4 x 2 2. Log2(log2x)=1. Log2 x=log2 3 2x-3. Лог 0. Log log1 4 x 2 2.
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Log2 4 x 2 2 log 2 2 x 1 4 log 2 3. Log log1 4 x 2 2. Log1/2(x2+3x-4)-log1/2(x+3 )>=. Log log1 4 x 2 2. Log2(x)/log2(2x-1)<0.
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Log2x+4(x^2-x)>1. Log log1 4 x 2 2. Log 4 х+2 = 2. Log log1 4 x 2 2. Log1/2(2x + 1) – 2log1/2(x – 1) = 0.
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Log log1 4 x 2 2. Log2(x-2)+log2(x-3)=1. Лог 1/2 4. Log4(x+3)-log4(x-1)=2-3log4 2. Log4–x (x+1) / (x-4)4 ≥ -4.
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Log log1 4 x 2 2. Log 1/2 x. 4+x<1-2x. Формула x-4 x+4. Log4(2x−1)=log4(x+3)−1.
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Метод введения новой переменной логарифмические уравнения. Log2x<1/2. Log 3/4 1/4x-1 2. Log1/2(x+1) <- log2(2-x);. Log4x=2.
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