Решите неравенство log (3 2 25 – x 2 ) – 3 log3(25 – x 2 ) + 2 >= 0. Лог3(3x-5)=лог3(x-3). 2 log x 8x 5 1. ?1+log?_2 (х-1)=log_((х-1))4. Log8(5-x)=2.
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Log x 2 x+1 2 1. Log2x. Лог1/3 x > 4. Log2 x 1 log2 2x 3. Лог5 (3-х)=2.
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Найдите корень уравнения log2 (4-3)=7. 2 log x 8x 5 1. Log2/2x-4log2x+3 0. Log x 8=-3/4 решение. Лог2 х > 1.
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Log5 4+x 2. Log^2 2 (x^2). 2 log x 8x 5 1. Log1/6(0,5+x)=-1. 2 log x 8x 5 1.
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Log5x>1. Log5(2-x)=3 решение. 2 log x 8x 5 1. Log2(8x2)^2 - log4(2x)-1. Лог 3 6+5х лог 3 4-5х +2.
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2 log x 8x 5 1. 2 log x 8x 5 1. Log 2 x = – x. Log2x=3. 2 log x 8x 5 1.
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( 1/4 )^x = log_4 x. 2 log x 8x 5 1. 2log9 x2+4x /log9x2 1. Logx+1(x^2+x). 2 log x 8x 5 1.
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Log8 2^2x-5=2. 2log9 x2+4x /log9x2 1. Log^2 2 (x^2). (log^2 0,25(х+3)-. 2 log x 8x 5 1.
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Log3. 2 log x 8x 5 1. 2log23-1. 2 log x 8x 5 1. Log1/2(х2-4х-1).
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Log 2 (3x -1) <log 2 (2x+5) решение. Log2x+log8x 8. 2 log x 8x 5 1. Log2 3x-6 log2 2x-3. Log2 8 3x log2 3+x +1.
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Log2 x 2 4 3 log2 x+2/x-2. Log4(x+8) =log4(5-x)+1. Log3 1/3. Log 1/2 x. Log3 ( ? x – 1) = 1.
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Решите неравенство 11 log11 x2+x-20 12+log11 x+5 11x-4. X^2log512(x+5)=<log2(x^2+10x+25). Лог1/3 x > 4. Log0 2 x3-2x2-4x+8. 2log2 2.
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2 log2 0,5 x + x log0,5 x > 2,5. Log 24+2x-x 2/14 по основанию 25-x 2/16. Log8 x2-4x+3 1. 2log3(x-1)<log3(x+5). Log2(|x|))^2 - log2(x^2/2) >= (1/2 log2(4) + log4|x|)^2.
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2 log x 8x 5 1. 2 log x 8x 5 1. 5} х)^2 - log_{0. 2 log x 8x 5 1. Log2 8 3x log2 3+x +1.
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2x в квадрате + 3x + 1. Log2 x 2 4 3 log2 x+2/x-2. Log2(x-5)+log2(x+2)=3. 5 log x 1 3 x 2 8 x 4 x 2 3 x 2 log x 1 25. Log2(x+6)=2.
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1/3 log3 2x+1 1. Log25x log5x log1/5 корень из 8. 2 log x 8x 5 1. Log 1/4 x в квадрате. Log в квадрате 2 2-x.
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( log_{0. 5} (x^2) >3. 2 log x 8x 5 1. X2 x2 x2. 2+log2 x2+8 log2 4x4+8.
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Log6(x+2)-log6(15)-log6(3). Log2x. 2log2 3. Log2x. 2 log x 8x 5 1.
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Log в квадрате. Log5x=2. Log 1. Log3 x+log корень 3 +log 1/8 x =6. 2log9 x2+4x /log9x2 1.
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2 log x 8x 5 1. Log2x=3. 2 log x 8x 5 1. Log 2 x = – x. 2 log x 8x 5 1.
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