Integral Test; Lec | 42 ; CH:11, Ex: 11.3 | Thomas Calculus; Sum, Convergence & Divergence

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This lecture covers the topic "Infinite Series: Integral Test for Convergence and Divergence" with examples and solved questions of Ex-11.3 of Thomas calculus, chapter| 11 which is "Infinite Sequences and Series".
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Sir ap na p series ka proof ma pahly limit p pa apply ki ha aur bad ma x par ?

noffich
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Nth term test sy alg answer ata Intergral test sy alg ata mean aik sy diverge krta ik sy converge to kiasy pata ga kon sa sahi hy ?

ijazkhanniazi
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Dear sir question 9 main function decreasing nai hy

ahsan_ul_rehman
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Sir apke all lectures kha se mile ge coinic section k cheaper k 2 ND year

qaisarkhanqaisarkhan
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S ki exercise to nahe ki Sir please reply must

hummanawab
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Sir which edition of Stewart calculus are you following

mathematicsofawkum
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Assalam-o-Alaikum! Sir in the lecture the example you solved the limit was from 1 to infinity not from zero to infinity and when we solve it by one instead of zero then the answer varied from 0 to 1 if I’m right please check that and kindly let me know about that I’ll be great full

madehafezara