Math, asked by singhonkar32151, 1 year ago

Difference between cauchy sequence and convergent sequence

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Answered by Yashpal2744

Answer:Every Cauchy sequence is a convergent sequence . However the converse may not hold .

For sequence in Rk the two notions are equal . More generally we call an abstract metric space X such that every Cauchy sequence in X converges to a point in X a complete metric space.

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