Suppose a b sub r are two bounded sets ie bounded above and
Suppose A, B ⊂ R are two bounded sets (i.e., bounded above and below).Show that A - B = {a - b|a ∈ A, b ∈ B} is also bounded, and that sup(A - B) = sup(A) - inf(B)
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suppose a b sub r are two bounded sets ie bounded above and belowshow that a - b a - ba isin a b isin b is also
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