討論串[考題] 日/數學系/何清人/高等微積分
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上學期期末考. 1.Let f:[1,∞)→R be nonnegative and decreasing and let. n n. dn = Σ f(k) - ∫f(x)dx , n belong to N. k=1 1. Prove that {dn}n belong to N converg
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上學期期中考. 1.State the following :. (1)Completeness axiom. (2)Bolzano-Weierstrass theorem. (3)Riemanns condition for intergrability. (4)Fundamental theor
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Demonhell的是95年的，這份是94年上學期期中考. 1. State all the basic postulates of the real number system .. 2. Prove that for all a,b belong to R with a<b and there
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Demonhell的是95年的，這份是94年上學期期中考. 1. State all the basic postulates of the real number system .. 2. Prove that for all a,b belong to R with a<b and there
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內容預覽:
上學期期末考. 1.Let f:[1,∞)→R be nonnegative and decreasing and let. n n. dn = Σ f(k) - ∫f(x)dx , n belong to N. k=1 1. Prove that {dn}n belong to N converg
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