Question: Answer the questions(#6) with MATLAB SOFTWARE . Separate the two sections with %% 1. Table : Your file will need to call in f un_Yourname.m

Answer the questions(#6) with MATLAB SOFTWARE. Separate the two sections with %%

1. Table: Your file will need to call in fun_Yourname.m, bisect.m and newton.m and generate a table of f(T1) versus T1.

2. Plot: It will also need to make a plot of f(T1) versus T1.

3. Your script will then use first the newton script and find the root to f(T1) = 0. Make sure you display it with an elegant fprintf statement that displays Root found with the Newton script is = .

4. Then it will use bisect.m to find the root to f(T1) = 0. Make sure you display it with an elegant fprintf statement that displays Root found with the bisection script is = .

5. Elegance of your miniproj5_yourname_main.m file. Make sure you have plenty comment lines.

The script should be including:

a.Table

b. Plot

c. Calling in newton.m and finding root

d. Calling in bisect.m and finding the root

4. Elegance of the main script

Write the correct answers then get 5 star!!!

QUESTION:

Answer the questions(#6) with MATLAB SOFTWARE. Separate the two sections with %%1. Table: Your file will need to call in fun_Yourname.m, bisect.m and

fun_Yourname.m

newton.m and generate a table of f(T1) versus T1. 2. Plot: It

NEWTON SCRIPT:

will also need to make a plot of f(T1) versus T1. 3.

BISECT SCRIPT:

Your script will then use first the newton script and find theroot to f(T1) = 0. Make sure you display it with an

6) (5 points) Write a script called miniproj5_yourname_main that will call in both newton.m and bisect:m (attached). Separate the two sections with %% (1 point) Table: Your file will need to call in funJourname.m, bisect.m,and newton.m and generate a table of f(T1vus T1. 1 point) Plot: It will also need to make a plot of T1) versus T1 (1 point) Your script will then use first the newton script and find the root to f(T1)- 0. Make sure you display it with an elegant fprintf statement that displays "Root found with the Newton script is- Al (1 point) Then it will use bisect.m to find the root to f(T1) 0. Make sure you display it with an elegant fprintf statement that displays "Root found with the bisection script is- (1 point) Elegance of your miniproj5_yourname_main.m file. Make sure you have plenty comment ines

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Databases Questions!