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valeraitrva
@valeraitrva
June 2022
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Помогите пожалуйста 277
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sedinalana
1
3^x>3^(-3)
x>-3
2
2^x<2^(-3)
x<-3
3
(2/3)^(x+2)>(2/5)^_1
x+2<-1 основание меньше 1,знак меняется
x<-3
4
(1/4)^(x²-x)<(1/4)^2
x²-x>2
x²-x-2>0
x1+x2=1 U x1*x2=-2
x1=-1 U x2=2
x<-1 U x>2
6
(1/3)^(x+2)<(1/3)^-2
x+2>-2
x>-4
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Answers & Comments
3^x>3^(-3)
x>-3
2
2^x<2^(-3)
x<-3
3
(2/3)^(x+2)>(2/5)^_1
x+2<-1 основание меньше 1,знак меняется
x<-3
4
(1/4)^(x²-x)<(1/4)^2
x²-x>2
x²-x-2>0
x1+x2=1 U x1*x2=-2
x1=-1 U x2=2
x<-1 U x>2
6
(1/3)^(x+2)<(1/3)^-2
x+2>-2
x>-4