Write the pseudocode for an algorithm that takes as input a list of numbers that are sorted in nondecreasing order, and finds the location(s) of the most frequently occurring element(s) in the list. If there are more than one element that is the most frequently occurring, then return the locations of all of them. Analyze the worst-case time complexity of this algorithm and give the O() estimate. (A list is in nondecreasing order if each number in the list is greater than or equal to the number preceding it.)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Write the pseudocode for an algorithm that takes as input a list of numbers that are sorted in nondecreasing order, and finds the location(s) of the most frequently occurring element(s) in the list.  If there are more than one element that is the most frequently occurring, then return the locations of all of them.  Analyze the worst-case time complexity of this algorithm and give the O() estimate.  (A list is in nondecreasing order if each number in the list is greater than or equal to the number preceding it.)

 

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4. Write the pseudocode for an algorithm that takes as input a list of numbers that
are sorted in nondecreasing order, and finds the location(s) of the most
frequently occurring element(s) in the list. If there are more than one element
that is the most frequently occurring, then return the locations of all of them.
Analyze the worst-case time complexity of this algorithm and give the O()
estimate. (A list is in nondecreasing order if each number in the list is greater
than or equal to the number preceding it.)
Transcribed Image Text:4. Write the pseudocode for an algorithm that takes as input a list of numbers that are sorted in nondecreasing order, and finds the location(s) of the most frequently occurring element(s) in the list. If there are more than one element that is the most frequently occurring, then return the locations of all of them. Analyze the worst-case time complexity of this algorithm and give the O() estimate. (A list is in nondecreasing order if each number in the list is greater than or equal to the number preceding it.)
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