he algorithm below is to determine if two given sequences A and B both containing n integers have identical values. It returns a Boolean value “True” if the two arrays have identical values and “False” if otherwise. Two sequences A and B are considered having identical values if every element of sequence A is equal to its corresponding element in sequence B (that is, A[0] is equal to B[0], A[1] is equal to B[1], etc.). Any problem with this algorithm? a. Incorrect as the statement that increases the variable LoopCount is wrong placed in the While-loop. b. Correct but inefficient c. Incorrect as it just based on the last number in the sequence. d. Correct

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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The algorithm below is to determine if two given sequences A and B both containing n integers have identical values. It returns a Boolean value “True” if the two arrays have identical values and “False” if otherwise. Two sequences A and B are considered having identical values if every element of sequence A is equal to its corresponding element in sequence B (that is, A[0] is equal to B[0], A[1] is equal to B[1], etc.). Any problem with this algorithm?

a.

Incorrect as the statement that increases the variable LoopCount is wrong placed in the While-loop.

b.
Correct but inefficient
c.
Incorrect as it just based on the last number in the sequence.
d.
Correct
e.
Inefficient
CompareSequence(A, B, n) {
loopCount= 0
Result =True
while ((loopCount <n) {
if A[loopCount] !=B[loopCount]
Result = False
else
Result = True
LoopCount = LoopCount + 1
}
return Result
Transcribed Image Text:CompareSequence(A, B, n) { loopCount= 0 Result =True while ((loopCount <n) { if A[loopCount] !=B[loopCount] Result = False else Result = True LoopCount = LoopCount + 1 } return Result
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