Question: code class = asciimath > ( 2 marks ) Let f _ ( 1 ) ( n ) , f _ ( 2 ) (

code class="asciimath">(2 marks) Let f_(1)(n),f_(2)(n),g_(1)(n), and g_(2)(n) be positive functions. If f_(1)(n) is O(g_(1)(n)) and f_(2)(n) is O(g_(2)(n)), using the definition of "big Oh" show that f_(1)(n)*f_(2)(n) is O(g_(1)(n)*g_(2)(n))
code class = "asciimath" > ( 2 marks ) Let f _ (

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