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Use the definitions of asymptotic notations to prove that a ) ( ) = 2 2 + 6 , then ( ) = ( 2

Use the definitions of asymptotic notations to prove that

a $) () = 2 2 + 6,$ then $() = (2)$

b $) () = 2 2 + 6,$ then $() = (2)$

c $) () = 2 2 + 6,$ then $() = (2)$

d $) () = 2 4 + 5,$ then $() = \$ Omega $()$

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Use the definitions of asymptotic notations to prove that a ) ( ) = 2 2 + 6 , then ( ) = ( 2

Use the definitions of asymptotic notations to prove that a)()=22+6, then ()=(2) b)()=22+6, then ()=(2) c)()=22+6, then ()=(2) d)()=24+5, then ()=\Omega ()

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Use the definitions of asymptotic notations to prove that

a $) () = 2 2 + 6,$ then $() = (2)$

b $) () = 2 2 + 6,$ then $() = (2)$

c $) () = 2 2 + 6,$ then $() = (2)$

d $) () = 2 4 + 5,$ then $() = \$ Omega $()$