30²) For A = {• t, 1} & B = {₁, 0, 83 & universum U= {0, oto, 1, 0, 7, 3 Find: A', B', AUB, AnB, AB, BA, AĐSB, PCẢY 24, AXBả BXA. (4) Similarly for A={(x,y): x = 13 & B = √(x, y): y=xy α U = IRXIR=R² & find AUB, A`B, B-A, A & B AnB, )

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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36²) For A = [0, to, 1} & B = {₁, ₂}
& universum U = {0, +, 1, 0₁7, 23
Find: A, B, AUB, AnB, A¹B, BA,
A ₂B, 3(A)=2A, AXB & BXA.
(i) Similarly for A={(x,y): x = 1 z
& B=√(x, y): y = xy & U = IR*IR=1R²
find AUB, AB, BA, A' & B!
AnB
Transcribed Image Text:36²) For A = [0, to, 1} & B = {₁, ₂} & universum U = {0, +, 1, 0₁7, 23 Find: A, B, AUB, AnB, A¹B, BA, A ₂B, 3(A)=2A, AXB & BXA. (i) Similarly for A={(x,y): x = 1 z & B=√(x, y): y = xy & U = IR*IR=1R² find AUB, AB, BA, A' & B! AnB
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