Лог0,5 1/2=. 7log12 x 2-2x-8 8+log12 x+2. 2 log8 2x-3 5. Log2x. Log 2 8x 5.
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Log 2 8. 5 x-3 2. Лог 8 по основанию 2. Log^2 2 (x^2). Log2 5+log2 8/5.
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Log8 x 5 log8 2x-2. 4+x<1-2x. Log 2 8x 5. 5} х)^2 - log_{0. Log8 2 2x-5 2.
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Log 2 8x 5. Log2x+log8x 8. Log 2 8. Log 2 8x 5. Лог 2 64.
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Log5 4x-x2. Log 2 8x 5. Лог(5-x). Log 2 (3x -1) <log 2 (2x+5) решение. 6log 2 8 x 5log8 x +1 0.
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Логарифмы. Лог 8 -2-x 2. Log5(x+3)+log5(x+1)<log5(2x+3). 2log2 x-2 log0. Log2 x 8 log2 3 log2 5.
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Log 2 8x 5. Log 1/2 (3+x/x-1). Log x x 1 2. Log0,1(6 − 6x) ≤ log0,1 (x 2 − 4x + 3) + log0,1(x + 4). 5} (x^2) >3.
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Log2x+log8x 8. Log8 x 5 log8 2x-2. Log 2 8x 5. Log 1,6 log 0,5 x2-x-6. Формула x-4 x+4.
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Log 2 8x 5. Log2 8 - log 3 9. Log_x〖(2x+3)=2〗. Log 2 8x 5. Log 2 8x 5.
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\log _(0,2)(x^(2)+6x+8)=log _(0,04)(5x+10)^(2). Log3 1. Log8 x 5 log8 2x-2. Log 2 8x 5. Лог 3,4(x^2-5x+8)-log3,4x=0.
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Log 0,2 (x^3-2x^2-4x+8)<= log0,04(x-2)^4. Лог 8 -2-x 2. 5 log 1 5 log3 (−2x) < 3 log 1 3 log5 (−2x). Log2(-5-x)=1. Log 2 8x 5.
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Log8(5-x)=2. Log2. Log 2 8x 5. Log 8(2x-2) + log8 (x-1)=1. Log8 2 2x-5 2.
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Решите уравнение log2(x-5)+log2(x+2)=3. 2 в степени 1+log2 3. 8log8 3. Log5x>1. Log5(4x+1)>-1.
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Log5x=2. 8 log2 5. Лог 2 4. Log2. Логарифм 2 8.
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Log5 4x 7 +1 0. Лог 2 3 лог 3 4. 4+log2 5. Лог 1. Log3(x+3) = log3(x^2 + 2x - 3).
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Log 2 8x 5. Log3 (6 5x)- log3 4 5x 2 вариант. 2 8 log 8 5. Log 2 8x 5. Log8 x/log8 x/64.
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Log2(x-2)+log2(x-3)=1. Log5-x x+4/x-5 10. ( log_{0. \log _(2^(-2))64=. Log2 2.
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Log 2 8x 5. Log2 2x-8 =log 3-x+2. Log 2 8. Лог4 (4+7х). Log 2 8x 5.
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Log0 2 x 2 4 x-8 x-5. Log2/3x-2log3x 3. Log 2 8x 5. Log 2 8x 5. Log1/2(2x + 1) – 2log1/2(x – 1) = 0.
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X^log2x+2. Log1|2(2x+3)=3. Log5-x x+4/x-5 10 10. Лог 8 по основанию 2. Log3x - log1/3(x-3)=log3(2x-3).
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