show that if (nis ( ( )and (nis ( ( ))then the product ( ) (nis ( ( ) ( ) - give big-oh characterizationin terms of nof the running time of the ex method shown in code fragment - give big-oh characterizationin terms of nof the running time of the ex method shown in code fragment - give big-oh characterizationin terms of nof the running time of the ex method shown in code fragment - give big-oh characterizationin terms of nof the running time of the ex method shown in code fragment - give big-oh characterizationin terms of nof the running time of the ex method shown in code fragment - bill has an algorithmfind dto find an element in an array the algorithm find iterates over the rows of aand calls the algorithm array findof code fragment on each rowuntil is found or it has searched all rows of what is the worst-case running time of find in terms of nwhat is the worst-case running time of find in terms of nwhere is the total size of awould it be correct to say that find is linear-time algorithmwhy or why notr- for each function (nand time in the following tabledetermine the largest size of problem that can be solved in time if the algorithm for solving takes (nmicroseconds (one entry is already completed