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arts by choosing a value x, as a first estiman cond, more accurate solution x, can be ca thich is then used for calculating a third, stil n. The general equation for calculating the v plution x, is x., = (x, + P/x.)/2. Write a

arts by choosing a value x, as a first estiman cond, more accurate solution x, can be ca thich is then used for calculating a third, stil n. The general equation for calculating the v plution x, is x., = (x, + P/x.)/2. Write a

Database System Concepts
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
Section: Chapter Questions
Problem 1PE
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Don't change variable names and please don't use the answer on another site.  thank you

One numerical method for calculating the square root of a number is the Babylo- nian method. In this method „P is calculated in iterations. The solution process starts by choosing a value x, as a first estimate of the solution. Using this value, a second, more accurate solution x, can be calculated with x, = (x, + P/x;)/2, which is then used for calculating a third, still more accurate solution x3, and so on. The general equation for calculating the value of the solution x,1 from the solution x, is x,, = (x, + P/x,)/2. Write a MATLAB program that calculates the square root of a number. In the program use x = P for the first estimate of the solution. Then, by using the general equation in a loop, calculate new, more accu- rate solutions. Stop the looping when the estimated relative error E defined by E = is smaller than 0.00001. Use the program to calculate: (a) Jī10 (b) /93, 443 (c) /23.25 Script e C Reset I MATLAB Documentation 1 %Don't change the variable names 2 SRPA = 3 SRPD = 4 SRPC =
Transcribed Image Text:One numerical method for calculating the square root of a number is the Babylo- nian method. In this method „P is calculated in iterations. The solution process starts by choosing a value x, as a first estimate of the solution. Using this value, a second, more accurate solution x, can be calculated with x, = (x, + P/x;)/2, which is then used for calculating a third, still more accurate solution x3, and so on. The general equation for calculating the value of the solution x,1 from the solution x, is x,, = (x, + P/x,)/2. Write a MATLAB program that calculates the square root of a number. In the program use x = P for the first estimate of the solution. Then, by using the general equation in a loop, calculate new, more accu- rate solutions. Stop the looping when the estimated relative error E defined by E = is smaller than 0.00001. Use the program to calculate: (a) Jī10 (b) /93, 443 (c) /23.25 Script e C Reset I MATLAB Documentation 1 %Don't change the variable names 2 SRPA = 3 SRPD = 4 SRPC =
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