f ( n ) g ( n ) ( a v g ( f ( n ) , g ( n ) ) ) , where avg ( f ( n ) , g ( n ) ) ( f ( n ) g ( n ) ) 2 True False

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f ( n ) + g ( n ) = ( a v g ( f ( n ) , g ( n ) )

f (n) + g (n) = (a v g (f (n), g (n))),

where avg

(f (n), g (n)) = \frac{(f (n) + g (n))}{2}

True

False

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