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#Educational Updates #🏆పోటీ పరీక్షల స్పెషల్ #💼TSPSC/ APPSC ప్రత్యేకం #🎓జాబ్ ప్రిపరేషన్📚 #📖ఎడ్యుకేషన్✍
Educational Updates - Sequences & Series Part 9: convergence and divergence Convergence %A sequence is convergent if its terms approach a n becomes large: fixed value as Example 1, 2, 3 4 , > 0 Terms approach 0, converges to 0 Divergence %A sequence is divergent if it does not approach qny fixed vqlue Example 1,2, 3, 4, 5, Values increase without limit, diverges to infinity Types Diverges to infinity Diverges to minus infinity  Oscillating sequence 1-> Example 1, ~1, 1, ~1, Does not settle to a value, oscillates]  1 >1 Important stable value Convergent unstable value Divergent Exam Trick If terms approach convergent number a they If or fluctuate divergent grow Common_mistakes confusing] 'oscriatiou values with convergence ignoring wrong conclusion, check limit behavior q fixed value approaching Convergence means Sequences & Series Part 9: convergence and divergence Convergence %A sequence is convergent if its terms approach a n becomes large: fixed value as Example 1, 2, 3 4 , > 0 Terms approach 0, converges to 0 Divergence %A sequence is divergent if it does not approach qny fixed vqlue Example 1,2, 3, 4, 5, Values increase without limit, diverges to infinity Types Diverges to infinity Diverges to minus infinity  Oscillating sequence 1-> Example 1, ~1, 1, ~1, Does not settle to a value, oscillates]  1 >1 Important stable value Convergent unstable value Divergent Exam Trick If terms approach convergent number a they If or fluctuate divergent grow Common_mistakes confusing] 'oscriatiou values with convergence ignoring wrong conclusion, check limit behavior q fixed value approaching Convergence means - ShareChat