Solve the inequalities
(log.5x)2 + log.5X - 2<=0
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Step-by-step explanation:
Correct answer is
(251,5)
Lets assume log5x=y
y2+y−2<0
(y−1)(y+2)<0
−2<y<1
−2log5<logx<log5
log(251)<logx<log5
251<x<5
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