PREVIEW

... al theorem is a fraction, you can use e^x=1+x+x^2/2!+x^3/3!+…+x^n/ n!+… to calculate."

   As he spoke, Xu Yun picked up a pen and wrote a line on the paper:

  When n=0, e^x>1.

   "Mr. Newton, here starts from x^0. It is more convenient to use 0 as the starting point for discussion. Do you understand?"

   Maverick nodded, indicating that he understood.

   Then Xu Yun continued to write:

  Assume that the conclusion is true when n=k, that is, e^x>1+x/1!+x^ ...

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