Proof: Arithmetic Mean is Greater Than Geometric Mean

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  1. Jason Malozzi
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🙏🙏🙏🙏Jai Tridev Jai Shiv Jai Shiv Shakti Jai Shiv Parivar Jai Sarva Devgan Jai Sarva Maiya 🙏🙏🙏🙏

shreyas
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Its only apply on geometric mean and average of two numbers the profe need to be of n numbers

yehuda
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Since (a-b)^2>0 where a, b is real, so you don't need to expand it back to the orignal because that would be wrong because you just solved it backwards. So you would have to prove (a-b)^2>0 and this is only for 2 values and they are not even the same so that isn't proof of the Arithmetic Mean is greater than the Geometric Mean

krunkiesop