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Solve the following inequality analytically?? x ln(x) − x > 0
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x ln(x) > x ln (x) > 1 e^(ln (x)) > e^(1) x > e
x ln(x) − x > 0 add x on both sides x ln(x) > x divide both sides by x ln(x)>1
Thus, for that equation to be true, x must be larger than e (2.718...)
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