Create a function file named Func01_p4.m which has 4 arguments: x, a, b, and c. The independent variable being x of the function below:
Y = ax^2+bx+c
Download the data04_02.txt from the course website. This file consists of 3 space-­‐delimited integers. In your main script file, store these integers into the respective variables: a, b, and c. These will be the coefficients of the 2nd degree polynomial you will be integrating. Any time you refer to @Func01_p4 make sure you use the appropriate arguments (a, b, and c).
Display the polynomial like you were writing an equation (see below):
(7)*x^2 + (1)*x + (3)
where 7, 1, and 3 are the coefficients a, b, and c respectively that you imported from the file (which are different from these coefficients).
I got the part where it asks to store the integers into respective variables, but I don't get what it means by Display the polynomial like you were writing an equation.

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sixwwwwww
sixwwwwww le 3 Déc 2013

3 votes

you can do something like this:
fprintf('(%d) * x^2 + (%d) * x + %d\n', a, b, c)

5 commentaires

Ish
Ish le 3 Déc 2013
What goes in the %d?
in 1st %d value of 'a' goes, in 2nd %d value of 'b' goes and in 3rd %d value of 'c' goes For example, if you have
a = 5;
b = 10;
c = 15;
then
fprintf('(%d) * x^2 + (%d) * x + %d\n', a, b, c)
will give you output:
(5) * x^2 + (10) * x + 15
Ish
Ish le 3 Déc 2013
ok, thank you!
Ish
Ish le 3 Déc 2013
just one more question. Where did you get the "n"?
sixwwwwww
sixwwwwww le 3 Déc 2013
'\n' mean new line. so after executing fprintf command the cursor goes to next line on the command window. Fpr more infomation you can see:

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