If (x^(2)-2|x|)(|2x|-2)-9((2|x|-2)/(x^(2...

If `(x^(2)-2|x|)(|2x|-2)-9((2|x|-2)/(x^(2)-2|x|)) le0` then

If (x^(2)-2|x|)(|2x|-2)-9((2|x|-2)/(x^(2)-2|x|)) le0 then
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Find the value of x such that log10(x^2-2x-2)le0
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(|x-2|-1)/(|x-2|-2)le0
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If (x^(2)-2|x|)(|2x|-2)-9((2|x|-2)/(x^(2)-2|x|)) le0 then
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Solve : (i) |x^(2)-2x|le x , (ii) (x^(2)-9)(|x|-2)le0
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Solve the following inequation . (viii) log10(x^2-2x-2)le0
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The range of ( x^2 - 2x +9)/( x^2 +2x + 9 ) is
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தீர்வு காண்க:(x^2-4)/(x^2-2x-15)le0
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(|x-2|-1)/(|x-2|-2)le0
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