Q. Let (X, B(R), µ) be a Borel measure space. If AnB = 0, B nC = ¢, µ(AnC) = 1,then µ(AUBUC) = 1. μ(Α)+ μ(Β) + μ (C). 2 μ(A)+ μ(Β) + μ (C) -l 3. µ(A)+ µ(B)+ µ(C) +1. 4.None of these. %3D %3D O Option 1 O Option 2 O Option 3 O Option 4

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Q. Let (X, B(R), µ) be a Borel measure space.
f ΑnΒ= φ, BnC= Φ μ(ΑnC) 1,then μ(AUBU C) -
1. μ(Α)+ μ(Β) + μ (C). 2 μ(Α)+ μ(Β) + μ (C)-l
3. µ(A)+ µ(B)+ µ(C) +1. 4.None of these.
||
O Option 1
O Option 2
O Option 3
O Option 4
Transcribed Image Text:Q. Let (X, B(R), µ) be a Borel measure space. f ΑnΒ= φ, BnC= Φ μ(ΑnC) 1,then μ(AUBU C) - 1. μ(Α)+ μ(Β) + μ (C). 2 μ(Α)+ μ(Β) + μ (C)-l 3. µ(A)+ µ(B)+ µ(C) +1. 4.None of these. || O Option 1 O Option 2 O Option 3 O Option 4
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