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You are given a set of n tasks to be performed. The ith task takes ti units of time to complete. You are given a set of dependencies, (u, v), meaning that task u must be completed before task v can start. You may assume that there are no cyclic dependencies. Present an O(|V | + | E |) time algorithm which, given the times ti and the dependencies, determines the minimum time needed to complete all the tasks.
Write a recursive function to determine if a binary tree is a binary search tree.
You should build enough new roads such that if City A was reachable from City B via some old roads, City A must be reachable from City B via some new roads.
Assume we drive pickup truck from city A to city B. Along high way, we will go through n apple markets, labeled with 1, 2, ..., n, where you can buy or sell apples. which means you buy and sell apples at the same market i.
Write down the suitable example of best use of Encryption, Virus, VPN, Firewall securities, when and explain why?
How to access virtualised applications through UNICORE
In which view can you see header and footer areas of worksheet?
Write an algorithm, using pseudo code, "Consensus algorithm": A group of ten people need to decide which one flavor of ice cream they will all order, out of three options.
Assume we tried to simplify RSA cryptosystem using just prime p instead of composite modulus N = pq. As in RSA, we would have encryption exponent.
Create algorithm which concatenates T1 and T2 into single binary search tree. Worst case running time must be O(h).
How many elementary operations are used in algorithm given below? The elementary operations are comparison operations (such as > and
n vehicles occupy squares (1, 1) through ( n , 1) (i.e., the bottom row) of an n × n grid. The vehicles must be moved to the top row but in reverse order
Data Structures and Algorithm Design
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