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Prove the following: a) f(n) -O(g(n) ) implies g(n)-O( f(n)) b) fin) + g(n) = ( min(fin), g(n)) ) c) f(n) = ( f(n/2) )

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a) f(n) -O(g(n) ) implies g(n)-O( f(n)) b) fin) + g(n) = ( min(fin), g(n)) ) c) f(n) = ( f(n/2) ) d) f(n) + 0( f(n) )-6( fin) )

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