By using the fact e = lim 1-400 (1+5)* (The definition of Napier's number e and its proof (watch the video of lecture),
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By using the fact e = lim 1-400 (1+5)* (The definition of Napier's number e and its proof (watch the video of lecture),
By using the fact e = lim 1-400 (1+5)* (The definition of Napier's number e and its proof (watch the video of lecture), we consider the limit lim (1-3) Fill the following blanks with suitable number or formula: Putting I=(1) to substitute, (3) 1 (3) (1 H)" = ( + 3)®=((1+2)) = (Inn → +00) So lim 1 1 3n converges N (1) (2) 3)
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