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Unformatted text preview: . g Compute the sum of this geometric series: ∞ X k =5 [ 1] k · [1 / 3] 2 k = .................................... . h ∞ X n =1 r n = 2011. So r = ................ or DNE . [ Hint: The sum starts with n at one , not zero. ] T2: MathGreek alphabet : Please write the two missing data of lowercase/uppercase/name. Eg: “iota: .. α : .... B: .... .” You ﬁll in: ι I A alpha β beta . Γ: ............ Δ: ............ Υ: ............ ν : ............ ζ : ............ μ : ............ sigma ...... xi ...... omega ...... lambda ...... End of PrereqT T1: 160pts T2: 20pts Total: 180pts Please PRINT your Name .................................................. Honor Code: “I have neither requested nor received help on this exam other than from my professor.” Signature: .............................................
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This note was uploaded on 01/26/2012 for the course MHF 3202 taught by Professor Larson during the Fall '09 term at University of Florida.
 Fall '09
 LARSON

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