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How do you separate the roots of a function?

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Ahsan
Ahsan 2014-10-15
评论： Manoj 2018-4-22
For example, I wrote the following:
% a b c and d are input from the user
qx = [a b c d]; %a*x^3 + b*x^2 + c*x + d
derivative_qx = [3*a 2*b c]; %3*a*x^2 + 2*b*x + c
r = roots(derivative_qx);
disp(r);
If there are two roots how do I obtain the value of each separately so they are assigned to two different variables, such as r1 and r2. I was only able to find the roots function searching around, which displays both together.
Thanks
  1 个评论
Ahsan
Ahsan 2014-10-15
Maybe I should just use the quadratic formula? However, I am wondering if there is any other way.

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采纳的回答

Michael Haderlein
Michael Haderlein 2014-10-15
Actually, this is exactly how you should do it. Don't assign it to variables like r1, r2. It will be much more difficult to work with these variables than to work with the array r containing the same values.
If you really want to go with r1...r2: As the order of your polynomial is hard-coded (2nd order), you can also hard-code this part such as
r1=r(1);
r2=r(2);
Anyway, I wouldn't recommend it.

更多回答（1 个）

Andrei Bobrov
Andrei Bobrov 2014-10-15
qx = input('input as double array [1 x 4] = ');
dq = polyder(qx);
r = roots(dq);
use r(1) as r1 and r(2) as r2
  1 个评论
Manoj
Manoj 2018-4-22
% q1 %% Section 1a % Define crank length a=1;b=2;c=4;d=5;theta2=30; % Define input parameters and anonymous functions x1=120;xu=165;xi=120;xi_1=110;delta=0.01;precision=0.0001; f= % Student can choose one of these methods, all works % nr = newraph(f, df, xi, precision); % sc = secant(f, xi, xi_1, precision); % ms = modisecant(f, xi, pert, precision); % fzv = fzero(f, xi); % fzb = fzero(f, [xl, xu]);
%
%% Section 1b
% Define crank length
% Define input parameters for function
% Solve for root, for all ang2
% Plot the relation between the input angles and the output angles
%% Section 1C
%% Section 1D
% Write the result into text file

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