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2. In the o-notation, defined as f(n) = Olg(n)), we need to find two constants (1, C and a value no in such a 3
2. In the o-notation, defined as f(n) = Olg(n)), we need to find two constants (1, C and a value no in such a 3 way that f(n) always lies between agen) and cag(n) for values nano. Given the functions inter find = 1 - 3 and g(n)=n, Provide the values for C1, C2 and no for which the property holds
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