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1. What is data integrity, and what is the significance of a lack of data integrity? 2. Define data independence. 3. What is the role of data models in database design?
Assume you have the array A of n items, and you want to find k items in A closest to the median of A. Describe why your algorithm runs in O(n) time.
let A={a,b,c,d,e} and suppose R is an equivalence relation on A . Suppose R has two equivalence classes. also aRd ,bRc and eRd in R . WRITE the relation R as a set if ordered pairs
Study feasibility analysis for jobs of LRT algorithm when preemption is allowed. Which scheduling algorithm is best suited for high speed networks and why? Distinguish between static and dynamic systems.
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.
Which of the following is not the part of ADT description? Which of the following is true about the characteristics of abstract data types
Compare virtual classes with at least two other delivery methods (TV-based courses, on-site company training, using manuals and textbooks individually, etc.)
Write an algorithm that takes a sequence of real numbers s and its length n and returns the absolute value of the average of these numbers.
Think about an organization, which has a rented communications channel in two buildings, building A and building B. They have a set of servers in building A,
Write down the program which does the basic stack operations: Make the stack. Push element into the stack. Pop element from the stack.
Describe the scope of the project and control measures - describe the goals and objectives of the project and include a high-level overview of all project deliverables.
Expalin the search algorithm that results from each of the following special cases. How does it relate to other algorithms we have discussed.
What is the smallest value of n such that an algorithm whose running time is 100n2 runs faster than an algorithm whose running time is 2n on the same machine?
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