log 1/3 (-4.5315) solve it by the help of log and antilog
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logx-1/log3 - logx+1/log3 + 2log5-x/log3 <1
-logx-1 - logx+1 + 2log5-x < log3 (logab = loga + logb)
2log5-x - logx2-1 < log3
2log5-x < log3 + logx2-1
2log5-x < log3(x2-1)
(5-x)2 < 3(x2-1)
-logx-1 - logx+1 + 2log5-x < log3 (logab = loga + logb)
2log5-x - logx2-1 < log3
2log5-x < log3 + logx2-1
2log5-x < log3(x2-1)
(5-x)2 < 3(x2-1)
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