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4. [20 marks, each pair 4 marks] Read the review material from the class website on asymptotic notation and basic properties of logarithms, pages 38-44
4. [20 marks, each pair 4 marks] Read the review material from the class website on asymptotic notation and basic properties of logarithms, pages 38-44 and then determine if f(n) = (g(n)), f(n) = 0(g(n)) or f(n) = (g(n)) for the following pairs. Justify your answers Tt Tt (log log2 log2 n Tt rt 2Vlog2 n 1082 n rt You might find the following inequality useful: if f (n),g(n),c0 then (n) e gn) if and only if log fin) logc+ log g(m)
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