5. Найдите область определения y=log1/5 (x+4). 5 4 2. Log 0. Лог 5 0.
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Log0. Log5 4. Log0. 5(x+1). 5 4 2.
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Log5 0. 4 2=1. Log 0. 2log 0. Log16(4-2x)=-2.
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Log0. 5 x+1. Лог 5 0. Y=log0,5 (4x-2x^2). \log _(0,2)(x^(2)+6x+8)=log _(0,04)(5x+10)^(2).
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5x -4. (log2 log2x 3 + 1) / log 2 x 2 - log2 4x. 5 (x-1) >2 калькулятор. 2 лог 0. Log2 x 2 4 3 log2 x+2/x-2.
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3log0. Log 0. Log0 2 x 2 4 x-8 x-5. Лог 0,2 по основанию 5 +лог 4 по основанию 0,5. Найдите область определения y=log2*(4-5x).
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5 4 2. 2 лог 0. (log0. Log 0. 5 4 2.
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2(x-4). (log0. 5. Лог 2 5. 5 (2-x).
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Y=log7(x^2-2x-3). Log0. Log0,5(2x+1)<log0,5(2-3x). Решите неравенство log5(4x+1)>-1. Log0 5 x 2-4x+20 -5.
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2 лог 0. Log 0. Log0. Лог 0,2 5. 2(2x+5) log0.
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5 4 2. 4 9 log9 2. 5 (x+1) < log0. Log0. 5.
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5 4 2. Логарифм 0. Log 0. 4 (5-2x)-log0. Log 0.
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5 4. 5 4 2. Log 0. 5 4 2. Log 0,5 (1-2x)=-4.
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Лог 5 0. 5 4 2. X^2*log16x>=. Log 0. 5 4 2.
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5 4 2. 5(2x-4)>=log0. 5 (x+1) < log0. 5x 2log0. Log 0.
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Log 0. 5 4 2. Решение неравенств с log. Log2. Log 0.
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5 4 2. Log0. Log0 5 2x-3 -1/2log0. 2+ log0. Log2x-4/2-x>0.
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Log - log. 5 x log 0. Log. Решение логарифмы лог 2 4-x = 7. Log2 x/6 log 0.
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5x -4. 5 (2-x). Log0. 5 4. Lg(7-5x)=4log10 3.
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5 4. 5 x)2 +log0. 0 125 лог 0. Log 0,3(5-2x)<log0,3 3. 5 (2-x).
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