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Let F be the set of functions of the form f(x) = Asin(x) + B cos(2x), where A, B are some real constants. Show
Let F be the set of functions of the form f(x) = Asin(x) + B cos(2x), where A, B are some real constants. Show that there must exist exactly one function f in F so that for any f F, (f(x) arctan(x))dr 5 - (f(x) arctan(x))dr
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