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Math · Advanced Math
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Please prove part (i). Thank you.
Theorem 2.1 (i) If (ii) Let f and ts of bounded variation on la, bl, then f is bounded on la.bl. fetj andg be of bounded variation on la,bl. Then of for any real constant c), and fg are of bounded variation on [a, b]. Moreover, flg is of bounded [a, b] if there exists an ε > 0 such that Ig(x)lz ε for x ε [a, b] variation
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