- 1 Let X In The Lecture Notes We Already Know That Z Is Continuous On 1 0 Prove N N 1 That C R Is D 1 (15.53 KiB) Viewed 38 times
1. Let ((x) = -/-/- In the lecture notes, we already know that ((z) is continuous on (1,∞0). Prove n² n=1 that Ç(r) is d
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1. Let ((x) = -/-/- In the lecture notes, we already know that ((z) is continuous on (1,∞0). Prove n² n=1 that Ç(r) is d
1. Let ((x) = -/-/- In the lecture notes, we already know that ((z) is continuous on (1,∞0). Prove n² n=1 that Ç(r) is differentiable on (1,00) and for any z > 1, In n 5'(x) = -Σ na n=1
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