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Question:
Please consider that you are just joining an organization as the lead project manager for a team already in existence. You are concerned about how to gain the respect, loyalty and continued performance of this new team.
What would be your response if a team member came to you with one or more of the following questions?
Why do we have to do all of this project documentation ahead of the real work?
What''s the difference between a project risk and an issue?
Should managers need to evaluate the level of risk before committing to IT projects? If so, why?
What risks did you encounter in your last project?
How do you actually track risks in a project?
Identify circumstances that could lead management to accept risk in a project?
Bottom line-what advice would you give team members about such questions?
2 ref and citation req.
Write a pseudocode/function that will delete from an unsorted linked list of integers the node that contains the smaller integer. Can you do this with a single traversal of the list.
Consider a modification of the rod-cutting problem in which, in addition to a price pi for each rod, each cut incurs a fixed cost of c. Give a dynamic-programming algorithm to solve this modified problem.
Explain the distinction between an ambiguity in a proposed algorithm and an ambiguity in the representation of an algorithm. Describe how the use of primitives helps remove ambiguities in an algorithm's representation.
Suppose that in addition to a system of difference constraints, we want to handle equality constraints of the form xi = xj + bk. Show how the Bellman-Ford algorithm can be adapted to solve this variety.
Let p = 23434549. We know that 4842 is larger than √P. Suppose it is given that any number less than 4842 does not divide p. What do you think about the primality of p?
Suppose now there are three users. Find the probability that at a given time, all three users are transmitting simultaneously. Find the fraction of time during which the queue grows.
question 1 discuss the use of a binary tree when searching for keys in an array. question 2 discuss the use of a binary
Exploring OOP and its Data Structures
Write a flow chart to print the largest of any three numbers - Prepare a flowchart chart to print the largest number.
Modify the infix evaluation program
Show that there exist an infinite number of optimal dynamic-priority scheduling algorithms. (Hint: Use the fact that both EDF and LLF are optimal).
Give the pseudocode and flowchart that would show how one of the additional data structures could be implemented to search data.
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