This is arithmetico-geometric sequence. Numerator is arithmetic component & denominator is geometric one.pic.twitter.com/fhDo9udvSC
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This is arithmetico-geometric sequence. Numerator is arithmetic component & denominator is geometric one.pic.twitter.com/fhDo9udvSC
visual representation
^accurate
It's a representation, not a proof. Otherwise this is true as wellpic.twitter.com/V5yjjM7KdA
Exactly
Works once you prove that the infinite sum of 1/2^n is 1.pic.twitter.com/B9QEB4GEga
Madhava (born in India around 1300's) came to the concept of infinity using similar methodology
He went on to create sine and cosine series (later called Madhava or Leibniz or expansion of Mclaurin series)
#Mathematics
@CutTheKnotMath
@HBCSE_TIFR @matheduHBCSE @vigyanpratibha @CUBE_CSE
um, well... equally possible to misconstrue as approaching a limit?
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