4. Let = {a, b}, A = {a, b, aa, bb, aaa, bbb}, Σ : B = {w € Σ* : length(w) ≥ 2}, and length(w) ≤ 2}. C = {w€ Σ* (a) Determine ANC, A\C, C\A, and A & C. (b) Determine An B, BNC, BUC, and B \ A. (c) Determine Σ* \ B, Σ \ B, and Σ \ C. (d) List all subsets of E. (e) How many sets are there in P(E)?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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4. Let = {a, b}, A = {a, b, aa, bb, aaa, bbb},
length(w) ≥ 2}, and
length(w) ≤ 2}.
B = {w € Σ* :
C = {we Σ*
(a) Determine ANC, A\C, C \ A, and A & C.
(b) Determine An B, BNC, B UC, and B\ A.
(c) Determine Σ* \ B, Σ \ B, and Σ \ C.
(d) List all subsets of E.
(e) How many sets are there in P(E)?
Transcribed Image Text:4. Let = {a, b}, A = {a, b, aa, bb, aaa, bbb}, length(w) ≥ 2}, and length(w) ≤ 2}. B = {w € Σ* : C = {we Σ* (a) Determine ANC, A\C, C \ A, and A & C. (b) Determine An B, BNC, B UC, and B\ A. (c) Determine Σ* \ B, Σ \ B, and Σ \ C. (d) List all subsets of E. (e) How many sets are there in P(E)?
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