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Which of the following inequalities are true?

  1. $e^x\geq(1+x)$ for $x\geq 0$
  2. $e^x\leq(1+x)$ for $x<0$
  3. $\text{In}(x)<(1+x)$ for $x>0$
  4. $e^x<x^2$ for all real numbers $x$
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