1. Modify the code: Add Title to the program ouput. Indicate the equation that you want solve in the Title. Sample: Bisection Method Solving : sin(x) -2*cos(x)-0.25 = 0 2. Ask the user to enter initial and final search values for x. 3. Modify the display output according to your choice. 4. Create another program with different name by changing the expression (the equation you want to solve) in the function fofx().

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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1. Modify the code:
Add Title to the program ouput. Indicate the equation that you want solve in the Title.
Sample:
Bisection Method
Solving : sin(x) -2*cos(x)-0.25 = 0
2. Ask the user to enter initial and final search values for x.
3. Modify the display output according to your choice.
4. Create another program with different name by changing the expression (the equation you want to
solve) in the function fofx().
5. Create another program called False Position by creating a function called False_position. This is
almost the same as the Bisection function except xr, where
xr = xu - fofx(xu)*(xl-xu)/(fofx(xl)-fofx(xu));
Call this function in the main() and display the roots of the equation you want to solve.
You must change the Title of your program output.
Transcribed Image Text:1. Modify the code: Add Title to the program ouput. Indicate the equation that you want solve in the Title. Sample: Bisection Method Solving : sin(x) -2*cos(x)-0.25 = 0 2. Ask the user to enter initial and final search values for x. 3. Modify the display output according to your choice. 4. Create another program with different name by changing the expression (the equation you want to solve) in the function fofx(). 5. Create another program called False Position by creating a function called False_position. This is almost the same as the Bisection function except xr, where xr = xu - fofx(xu)*(xl-xu)/(fofx(xl)-fofx(xu)); Call this function in the main() and display the roots of the equation you want to solve. You must change the Title of your program output.
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