2:32 O O M •Define the function um :O 53% E[0, 00) by2 if mEА1 if m¢ AHm (A) =, thenHm is not a measure.b.а.is a measure and Hm({m, p}\{n,p}) = 1.Hm is a measure and um ({m, p}\{n,p}) = 2d. None of these.с.abQ Let (X, B(R), µ) be a Borel measure space.Suppose that {A, = [2n-1 3n+1]}, be a family of elements of B(R).Then u(U +1,n=14n-11) equalsa.0b.1c.3d.4abO dQ.Let g : [1,4] +R be continuous function.Define G(x) = * g(t)dt. ThenII

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Define the function Hm : [0, 00) by 2 if me A 1 if m¢ A Hm (A) = then Hm is not a measure. b. Hm is a measure and Hm({m, p}\{n,p}) = 1. Hm is a measure and Hm({m, p}\{n,p}) = 2 a. c. d. None of these. O a b O d

Define the function Hm : [0, 00) by 2 if me A 1 if m¢ A Hm (A) = then Hm is not a measure. b. Hm is a measure and Hm({m, p}\{n,p}) = 1. Hm is a measure and Hm({m, p}\{n,p}) = 2 a. c. d. None of these. O a b O d

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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