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gotmilk04
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Homework Statement
Let V be the set of all complex-valued functions, f, on the real line such that
f(-t)= f(t) with a bar over it, which denotes complex conjugation.
Show that V, with the operations
(f+g)(t)= f(t)+g(t)
(cf)(t)=cf(t)
is a vector space over the field of real numbers.
Homework Equations
The Attempt at a Solution
I don't know what complex conjugation means, so I have no idea where to start with this.