A student was asked to develop an algorithm to find a numerical values x, y, z that are provided as input. Her input x, y, Z Algorithm check if(x >y) and (x>z). If it is then Otherwise, continue the ne: check if(y >x) and (y >z. If it is then c Otherwise, continue the ne: check if(z >x) and (z>x). If it is then Otherwise, continue the ne: stop Is this a correct solution to the problern? Explain why algorithm so that it is a correct solution Take the fixed algorithm of Exercise 1 of section B and ithm

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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A student was asked to develop an algorithm to find and output the largest of these
numerical values x, y, z that are provided as input. Here is what was produced:
input x, y, z
Algorithm check if(x >y) and (x>z). If it is then output the value of x and stop.
Otherwise, continue the next line.
check if(y >x) and (y >z. If it is then output the value of y and stop.
Otherwise, continue the next line.
check if(z >x) and (z>x). If it is then output the value of z and stop.
Otherwise, continue the next line.
stop
Is this a correct solution to the problern? Explain why or why not. If it is incorrect, fix the
algorithm so that it is a correct solution
Take the fixed algorithm of Exercise 1 of section B and provide the flowchart of this
algorithm
Transcribed Image Text:A student was asked to develop an algorithm to find and output the largest of these numerical values x, y, z that are provided as input. Here is what was produced: input x, y, z Algorithm check if(x >y) and (x>z). If it is then output the value of x and stop. Otherwise, continue the next line. check if(y >x) and (y >z. If it is then output the value of y and stop. Otherwise, continue the next line. check if(z >x) and (z>x). If it is then output the value of z and stop. Otherwise, continue the next line. stop Is this a correct solution to the problern? Explain why or why not. If it is incorrect, fix the algorithm so that it is a correct solution Take the fixed algorithm of Exercise 1 of section B and provide the flowchart of this algorithm
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