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[1] Create a C program that has a declaration in main() to store the following numbers into an array named channels: 2, 4, 5, 7, 9, 11, 13. There should be a function call to display() that accepts the channels as an argument named channels and then displays the numbers using the pointer notation *(channels + i).
[2] Modify this display() function to alter the address in channels. Always use the expression *channels rather than *(channels + i) to retrieve the correct elements.
Using dynamic programming, write an algorithm to find the maximum sum of contiguous sublist of a given list of n real values.
Evaluate the effective address if the addressing mode of the instruction is (a) direct; (b) immediate; (c) relative; (d) register indirect.
Write down algorithm, using pseudocode, to perform the following task, Given a string of numbers, recognize all of the substrings that form numbers that are divisible by 3.
Identify flaws in design of the Report of Consumers that follows. What assumptions about users and tasks did you make in order to assess this design?
Find the Minimum Cost Path from a designated start node to a designated destination node in a graph.
Determine the minimum number of nodes expanded and storage required for BFS and DFS? (Hint: this question asks about the best case performance of BFS and DFS).
Consider the following algorithm for finding the smallest element in an unsorted array: RANDOMMIN(A[1 .. n]). What is the exact expected number of executions of line ( )?
Describe a FAIRCOIN algorithm that returns either 0 or 1 with equal probability, using ONEINTHREE as your only source of randomness.
Explain advantages and disadvantages of new algorithm compared with eager decision tree algorithm, and advantages and disadvantages of new algorithm compared with lazy kNN algorithm.
Discuss the benefits of dynamic over-static arrays. Under what conditions will you choose dynamic arrays?
Describe an algorithm that finds a maximum feasible flow in G. Denote by MF(|V|, |E|) the worst-case running time of an ordinary maximum flow algorithm.
Illustrate that your algorithm from (a) is optimal by proving lower bound of n - k on number of comparisons required to solve the problem.
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