Answered: Problem#1: Consider E = {a, b} a. L2 n…

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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Question

L₂ = {aaa, aab, aba, abb, baa, bab, bba, bbb, aaaaa, aaaab, aaaba,aaabb, aabaa, aabab, aabba, aabbb, abaaa, abaab, ababa, ababb, abbaa, abbab, abbba, abbbb, baaaa, baaab, baaba, baabb, babaa, babab, babba, babbb, bbaaa, bbaab, bbaba, bbabb, bbbaa, bbbab, bbbba, bbbbb}

L₃={aaaa, aaab, aaba, aabb, abaa, abab, abba, abbb, baaa, baab,baba, babb, bbaa, bbab, bbba, bbbb}

L₄={aaa, aab, aba, abb, baa, bab, bba, bbb, aaaa, aaab, aaba, aabb, abaa, abab, abba, abbb, baaa, baab, baba, babb, bbaa, bbba, bbbb, aaaaa, aaaab, aaaba, aaabb, aabaa, aabab, aabba, aabbb, abaaa, abaab, ababa, ababb, abbaa, abbab, abbba, abbbb, baaaa, baaab, baaba, baabb, babaa, babab, babba, babbb, bbaaa, bbaab, bbaba, bbabb, bbbaa, bbbab,bbbba, bbbbb }

Find the follwing question in the Image.

Problem#1: Consider E =
{a, b}
a. L2 n L3 and |L2 n L3|
L4 and |L2 – L4| = ?
b. L2
с. Lз — L4 and |L3 — L4| 3D ?

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