Log 2 22 x 2. Одз log2(4-4x)=4 log2 3. Log 2 22 x 2. Log2x<1/2. Log10 4.
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Log 2 22 x 2. 2 log2 2 x x log2 x 256. Log 2 22 x 2. Решить неравенство log2x-2. Log2x>0.
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Log 2x 0 25 log 2 32 x. Log 2 2 x - log 2 x-2. Лог 10 10 = 1. Лог 2 4. Log_2^2(x)-4log_2(x)-1=0.
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Log 2 22 x 2. Log 2 22 x 2. Log 2 22 x 2. Log10 5 log10 2 решение. Log 2 22 x 2.
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Log4(x2-4) log16(x-2) + log16(x+2). Log10 10. ( − ) 2 2 2 2 2 2 2 log 2log +36log +45 18log x x x x ;. Log2x. Log 2 22 x 2.
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Log7 2x+5 1. (log22x−2log2x)2<11log22x−22log2x−24. Log1/2(x+1) <- log2(2-x);. Log 2 22 x 2. Log 11 11.
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Log 2 2 x - log 2 x-2. Log2 2. Log 2 22 x 2. X log x+3 2x+7. 2лог2(х) 3лог3х.
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Log1/4(x-1/2)=-2. Log 2 22 x 2. Log 2 2 x 2 16 log 2 2x +31. Log 2 22 x 2. Log11(-12-x)=4log11 5.
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Лог 2. 2^log4(x+1)=3. Log 2 22 x 2. 11log11 x2+x 20 12+log11 x+5 11x 4. Log 2 22 x 2.
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Lg (2x-3) > log (x+1). 3 log4 x 2 log3 x. Log2(x^2-2)-log2x<log2. Log x-2(x+4)=2. Log^2 2 (x^2).
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Log2(x-1)=1-log2x. Log4(2x−1)=log4(x+3)−1. Log 10. Log22 x2 16log2 2x 31 0. Log 2 22 x 2.
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Log4x=2. Решите неравенство log 3 (2x-1)+log. 02 лог 8 (2x) +log8(x2+1-2x) =4/3. 2^(log2^2(x))+ x^(log2(x)^2)=6. Log2 2.
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Решите неравенство log3(2x-3) <log3(x+5). Log1/3 54-log1/3 2 решение. Log7(2x-1)=2. Log2x=16. 2^x=256.
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Log1/10( x-1)+log1/10(x+2)=-1. Log 1/2 x. Log 1/2 x. Log 2 2 x 2 16 log 2 2x +31. Лог 2 256 -1.
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Log_(2)(4-x)+log_(2)(1-2x)=2log_(2)3. Лог 3 х2-х-3 лог 3 2х2+х-3. Лог 2 256 -1. Log1/2(x+1) <- log2(2-x);. Log2 x 2 3 log2 x 2.
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Log 2 22 x 2. Лог 2^2 2^2. Log2 2x 2log2x 2 36log2x 45. 25(x+1) 2. Log2 1/32.
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Log22 -log2x +2log2. Log^2 2(x^2) + log 2 (x^2). Log 2 22 x 2. Log4(2x−1)=log4(x+3)−1. Log2x.
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Log2 2 x 2 − 16 log2 (2x) + 31 = 0. Log4x=2. Log 2 22 x 2. Log2 2 x2 16log. Log x^2 одз.
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Logx^2-3logx=logx^2-4. Log2 0,25(x+1)+log0. Log11 2x 2-9x+5 -log11x log11 x-3. Log^2 2 (x^2). Log 3(3-2x)=2.
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Решите неравенство log 2x(3x-1). Лог4 (4+7х). Лог5 (3-х)=2. Log 2 22 x 2. Log2x.
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