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Design an algorithm to compute and print the average earnings, lowest earnings, and highest earnings of a group of employees. Each input record will contain the name and earnings of one employee. No headings or page numbers are required. Used Automatic end-of-file logic to signal the end of the input.
Evaluate a short algebraic expression using code with three-operand instructions. The expression should have a minimum of three operands and 2 operators.
Provide an O(n) algorithm which ?nds xbest such that distbest:= ∑i=1 to n|xbest - xi| is as small as possible.
Write working algorithm in pseudo code to decide which commute is cheaper: You wish to decide whether you must drive your car to work or take train. You know one-way distance
Rreached from every other vertex. Describe why your algorithm runs in linear time (O(V2) on an adjacency matrix; O(E+V) on an adjacency list).
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.
Divide 16 digit value N by six digit integer D obtaining quotient Q and remainder (or sign of the remainder) R by division algorithms.
Suppose you are using quicksort to sort array A with 6 distinct elements a1, a2, ..., a6. Sketch portion of the decision tree which corresponds to th ordering a3
Provide a recurrence for worst case running time of recursive Binary Search function in terms of n, the size of the search array. Solve the recurrence.
Write the algorithm to read arbitrary number of data records, each comprising name, age, and code.
The report is divided into four main parts. The introduction about sample, hold amplifier and design, bootstrap switch design followed by simulation results.
Suggest a lazy version of the eager decision tree learning algorithm ID3. What are the advantages and disadvantages of your lazy algorithm compared to the eager algorithm.
You are given a DAG called G which is the prerequisite graph for a set of courses required for a degree. Each vertex corresponds to course. Provide a high-level description of algorithm which labels each vertex in G with minimum number of semesters..
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