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Q1) In this question, you asked to write a MATLAB code for the following algorithm. This algorithm describes an iterative method called the Babylonian method for finding the square root of a given positive number S. Algorithm 1 The Babylonian square-root algorithm Require: Initial positive guess x_(0), a prespecified tolerance epsi _(S), maximum number of iterations. Set i=0 x_(i+1)=(x_(i)+(S)/(x_(i)))/(2) Calculate |epsi _(a)|=|(x_(i+1)-x_(i))/(x_(i+1))| imes 100% if The stopping criterion is satisfied or the maximum number of iterations is reached then Stop else i=i+1 Go back to Step 2 . end if Output: x^(**)=x_(i+1)~~sqrt(S) DO the following tasks: a) Write a MATLAB code for the Algorithm 1 using the FOR-END loop command. Use the ta- ble command to print the results. Remember: you need to use the break command to stop the algorithm when |epsi _(a)|<epsi _(S). b) Write a MATLAB code for the Algorithm 1 using the WHILE-END loop command. Use the table command to print the results. Q1) In this question, you asked to write a MATLAB code for the following algorithm. This algorithm describes an iterative method called the Babylonian method for finding the square root of a given positive number S. Algorithm 1 The Babylonian square-root algorithm Require: Initial positive guess o, a prespecified tolerance s, maximum number of iterations. 1) Set i = 0 2)xi+1 = (xi+ S)/2 3) Calculate|ea|=|(i+1 - xi)/xi+1|x 100% if The stopping criterion is satisfied or the maximum number of iterations is reached then Stop else i=i+1 Go back to Step 2. end if Output: x* = xi+1 ~ vS DO the following tasks: a Write a MATLAB code for the Algorithm 1 using the FOR-END loop command. Use the ta- ble command to print the results. Remember: you need to use the break command to stop the algorithm when |a| < es. b) Write a MATLAB code for the Algorithm 1 using the WHILE-END loop command. Use the table command to print the results.

          Q1) In this question, you asked to write a MATLAB code for the following algorithm. This algorithm
describes an iterative method called the Babylonian method for finding the square root of a given
positive number S.
Algorithm 1 The Babylonian square-root algorithm
Require: Initial positive guess x_(0), a prespecified tolerance epsi _(S), maximum number of iterations.
Set i=0
x_(i+1)=(x_(i)+(S)/(x_(i)))/(2)
Calculate |epsi _(a)|=|(x_(i+1)-x_(i))/(x_(i+1))|	imes 100%
if The stopping criterion is satisfied or the maximum number of iterations is reached then
Stop
else
i=i+1
Go back to Step 2 .
end if
Output: x^(**)=x_(i+1)~~sqrt(S)
DO the following tasks:
a) Write a MATLAB code for the Algorithm 1 using the FOR-END loop command. Use the ta-
ble command to print the results. Remember: you need to use the break command to stop the
algorithm when |epsi _(a)|<epsi _(S).
b) Write a MATLAB code for the Algorithm 1 using the WHILE-END loop command. Use the
table command to print the results.
Q1) In this question, you asked to write a MATLAB code for the following algorithm. This algorithm
describes an iterative method called the Babylonian method for finding the square root of a given
positive number S.
Algorithm 1 The Babylonian square-root algorithm Require: Initial positive guess o, a prespecified tolerance s, maximum number of iterations. 1) Set i = 0 2)xi+1 = (xi+ S)/2 3) Calculate|ea|=|(i+1 - xi)/xi+1|x 100% if The stopping criterion is satisfied or the maximum number of iterations is reached then Stop else
i=i+1
Go back to Step 2.
end if Output: x* = xi+1 ~ vS
DO the following tasks:
a Write a MATLAB code for the Algorithm 1 using the FOR-END loop command. Use the ta-
ble command to print the results. Remember: you need to use the break command to stop the
algorithm when |a| < es.
b) Write a MATLAB code for the Algorithm 1 using the WHILE-END loop command. Use the
table command to print the results.

q1 in this question you asked to write a matlab code for the following algorithm this algorithm describes an iterative method called the babylonian method for finding the square root of a gi 63837

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