A sentence of the form “ A g ( n ) ≤ f ( n ) ≤ B g ( n ) for every n ≥ k ” translates into Θ -notation as__________.
To fill in the blank of the statement “A sentence of the form “ Ag(n)≤f(n)≤Bg(n) for every n≥k ” translates into Θ -notation as ………”
Given:
The statement “A sentence of the form “ Ag(n)≤f(n)≤Bg(n) for every n≥k ” translates into Θ -notation as ………”
f is of order g, written f(n) is Θ<
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