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FDdragon
@FDdragon
September 2021
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Решите неравенство.
[tex]log_2^2x+6\ \textgreater \ 5log_2x[/tex]
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Опыт
Log2(x)=t
t^2-5t+6>0
t1=2 t2=3
t<2
x>0 log2(x)<2 log2(x)<log2(4) 0<x<4
log2(x)>3 log2(x)>log2(8) x>8
(0;4) U (8;∞)
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Answers & Comments
t^2-5t+6>0
t1=2 t2=3
t<2
x>0 log2(x)<2 log2(x)<log2(4) 0<x<4
log2(x)>3 log2(x)>log2(8) x>8
(0;4) U (8;∞)