Proof of the Famous Inequality, Not by Calculus, but by the Binomial Theorem скачать в хорошем качестве

Proof of the Famous Inequality, Not by Calculus, but by the Binomial Theorem

Today we are going to prove the famous inequality that contains (1+1/n)^n, which is used in the limit definition of the constant e=2.71818.... One of the most famous known methods to prove the inequality is using calculus. But here, I am going to present you the method using the binomial theorem, a theorem that is also very famous and definitely worth remembering. #BinomialTheorem #Algebra #Inequalities #Proofs #BinomialCoefficients ---------------------------------------------------------------------------------------- Cornerstones Of Math features quality math problems that can strengthen both your knowledge of the fundamentals of mathematics and your ability of problem-solving. I sincerely hope that the content provided by this channel provide you some intellectual pleasure and make you appreciate the beauty of math itself. Please consider a like to this video and subscribing to my channel, it really means a lot for the creator like me, and you can be introduced into many more math videos!