Suppose X = C is a mixed page. For z E C, give the definition of|z|. We put d(z, w) = |3 – w| (z, w e C). Show d is one meter over C

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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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Suppose X = Cis a mixed page. For z E C, give the definition
of z|. We put d(z, w) = |z – w|
(z, w E C).
Show d is one meter over C
Transcribed Image Text:Suppose X = Cis a mixed page. For z E C, give the definition of z|. We put d(z, w) = |z – w| (z, w E C). Show d is one meter over C
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