MA1C 2010 MIDTERM SOLUTIONS Problem 1 Let W = { n1 : n ≥ 1}. a. Deduce that W is negligible, i.e. has measure zero in R. b. Prove that W is not closed. c. Determine its boundary ∂W . - Negligible function - Document - PDFSEARCH.IO

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	MA1C 2010 MIDTERM SOLUTIONS Problem 1 Let W = { n1 : n ≥ 1}. a. Deduce that W is negligible, i.e. has measure zero in R. b. Prove that W is not closed. c. Determine its boundary ∂W . Add to Reading List Document Date: 2010-05-17 16:04:09 Open Document File Size: 64,06 KB Share Result on Facebook Company MA1C 2010 MIDTERM SOLUTIONS / / IndustryTerm cross product / / OperatingSystem L3 / / SocialTag Functions and mappings Multivariable calculus Derivative Differential calculus Multiple integral Continuous function Vector space Function Mathematics Algebra

MA1C 2010 MIDTERM SOLUTIONS Problem 1 Let W = { n1 : n ≥ 1}. a. Deduce that W is negligible, i.e. has measure zero in R. b. Prove that W is not closed. c. Determine its boundary ∂W .Add to Reading List