5. 6. Suppose Y, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis...
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5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200 5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200 5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200 5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200 5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200 5. 6. Suppose Y₁, Too~ Exponential(B), f(y) = = = expl-1/1), yzo O O.W. Use Tchebysheffis inequality to give a lower bound for PT-ET] | <2) when B=1 = 10. Suppose Yi, Y₁ ~ flys, frys = { 3. zy, Denote Yn = T₁, W₁ = 22 ²³ @ Find Lim Pin- 331>01) 1-700 osysi O.W. Find value → such that lim P₁ | Wn-> | <E) = 1 for any ε>0. 1-200
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Discrete and Combinatorial Mathematics An Applied Introduction
ISBN: 978-0201726343
5th edition
Authors: Ralph P. Grimaldi
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