1.4 In a min-heap with n > 0 nodes, how many are leaves? Write one mathematical...
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1.4 In a min-heap with n > 0 nodes, how many are leaves? Write one mathematical formula (not a C0 expression) that expresses the number of leaves regardless of whether n is even or odd. You may use [x] to round x down and [x] to round up. 1.5 Suppose a sequence of n elements are inserted into a priority queue so that the priority of each element inserted is strictly decreasing. Afterward, the elements are removed one at a time based on priority. What common data structure does this priority queue implement? If the priorities are strictly increasing instead, what common data structure does this priority queue implement? 1.4 In a min-heap with n > 0 nodes, how many are leaves? Write one mathematical formula (not a C0 expression) that expresses the number of leaves regardless of whether n is even or odd. You may use [x] to round x down and [x] to round up. 1.5 Suppose a sequence of n elements are inserted into a priority queue so that the priority of each element inserted is strictly decreasing. Afterward, the elements are removed one at a time based on priority. What common data structure does this priority queue implement? If the priorities are strictly increasing instead, what common data structure does this priority queue implement?
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14 The number of leaves in a minheap with n nodes can be expressed as n2 This formula holds ... View the full answer
Related Book For
Discovering Advanced Algebra An Investigative Approach
ISBN: 978-1559539845
1st edition
Authors: Jerald Murdock, Ellen Kamischke, Eric Kamischke
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