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6. (10 pts)) Consider the following sum Sn: S. = V1 + V2 + ... + Vn. (1) (3 pts) From the theory in class, lower and upper bounds on S, can be obtained by using the following formula with some function f(x). xx) dxss. s [ x) dx State an appropriate function f(x) and values of limits a, b, c, d: f(x) = ,b= ,d - (ii) (2 pts) Is f(x) non-increasing or non-decreasing for large n? (iii) (2 pts) Now integrate and obtain lower and upper bounds on Sn. (iv) (3 pts) Obtain the O-complexity of S.. 6. (10 pts)) Consider the following sum Sn: S. = V1 + V2 + ... + Vn. (1) (3 pts) From the theory in class, lower and upper bounds on S, can be obtained by using the following formula with some function f(x). xx) dxss. s [ x) dx State an appropriate function f(x) and values of limits a, b, c, d: f(x) = ,b= ,d - (ii) (2 pts) Is f(x) non-increasing or non-decreasing for large n? (iii) (2 pts) Now integrate and obtain lower and upper bounds on Sn. (iv) (3 pts) Obtain the O-complexity of S