(9) Consider the substitution homomorphism given by My (Peas) = p (6₂) (You can assume it's a homonoephium) M: 2[^) -> 2 [r] (a) Show M₂ is onto (6) Determine Kerfly Prove your claim. (c) Is Kerl, Prime, Meximel or neither? Why Kerlly and

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
Section: Chapter Questions
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(9) Consider the substitution
homomorphism
given by Myr (pear) = P(√₂)
м
(You can assume it's a homonoephism)
M: 2 (^) -> 2 [r]
12
(a) Show Mg is onto
(b)
Determine Kerly and
Prove your clain.
(c) Is Kerly Prime, Meximel
or neither? Why?
Transcribed Image Text:(9) Consider the substitution homomorphism given by Myr (pear) = P(√₂) м (You can assume it's a homonoephism) M: 2 (^) -> 2 [r] 12 (a) Show Mg is onto (b) Determine Kerly and Prove your clain. (c) Is Kerly Prime, Meximel or neither? Why?
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