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Consider the following code snippet:
1. list = [ [ ] ] * 5
2. list # output?
3. list[0].append(110)
4. list # output?
5. list[1].append(200)
6. list # output?
7. list.append(230)
8. list # output?
What will be the ouput of lines 2, 4, 6, and 8?
The Russian flag problem is to rearrange an array of characters R, W, and B so that R is the first character, R is followed by a W, W is followed by a B, B is followed by another R, and the pattern repeats. Design a linear algorithm (pseudo code)..
Suppose if you have a program with a housekeep() module, a mainloop() module, and a finishup() module, when is the second input record usually read?
Design the binary tree that the following allocations create. List the nodes in the order of their visit for an NLR scan.
Combine the code you have written for Binary Search Trees (BSTs) and Red Black 'Rees (RBTs) in previous labs to produce a tree ADT which can be either a simple BST or a self-balancing RBT.
As with the previous exams(SQL,E-R diagram and Normalization, you may complete this assignment at any time up to its due date of December 8, 2013.
Designing an algorithm that takes a taxonomy tree as its input and returns a string that contains the type of "item" (animal, plant, etc) that was found after traversing the tree.
Compare the array-based and link-based implementations of the ADT bag operation
Prompt the user for a string, and display the corresponding number. For example, if the user types "five", the program would output "5". This must be done using the hashtable as created in the previous step.
topics to cover in your written reportbull lan bull wan bull leased circuits private business circuits rented from a
Write a program to prompt the user to enter a postfix expression. When the user presses enter, the stack based method for constructing expression trees will be executed.
Design a dynamic programming algorithm to find the value of the optimal plan. Implement your algorithm using any programming language you prefer. Describe the recurrence relation used by your algorithm at the top of your program or in a separate f..
How many recursive calls are made by the following initial calls?
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