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    How do i change the polar form of complex numbers to cartesian form?
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    (Original post by MatthewTG)
    How do i change the polar form of complex numbers to cartesian form?
    re^ixpi=r(cos(x)+isin(x))

    x is your argument, r is modulus of z (magnitude of the line), sub in values and you'll have it in the form x+yi
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    (Original post by xyz9856)
    re^ixpi=r(cos(x)+isin(x))

    x is your argument, r is modulus of z (magnitude of the line), sub in values and you'll have it in the form x+yi
    how do i do it in matlab?
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    Here is an example matlab function:

    function [real,imaginary] = comp_polar_to_cart(r, theta)
    % This function converts complex numbers from polar to cartesian coordinates.
    % Input: r - modulus
    % theta - complex angle (in rad)

    % Output: real - real part
    % imaginary - imaginary part

    % error check
    if numel(r) ~= numel(theta)
    error('The input arguments must be of the same length!');
    elseif numel(size(r) - size(theta)) ~= 0
    error('The input arguments must be of the same dimension!');
    end

    % Cartesian coordinates:
    real = r .* cos(theta);
    imaginary = r .* sin(theta);
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    (Original post by MatthewTG)
    How do i change the polar form of complex numbers to cartesian form?
    You don't need to do anything since MATLAB expresses each form:

    re^{i\theta}
    x+iy
    r(\cos(\theta)+i\sin(\theta))

    in the form x+iy when you enter it. So whichever form you enter your complex number, it will get turned into Cartesian.
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    (Original post by RDKGames)
    You don't need to do anything since MATLAB expresses each form:

    re^{i\theta}
    x+iy
    r(\cos(\theta)+i\sin(\theta))

    in the form x+iy when you enter it. So whichever form you enter your complex number, it will get turned into Cartesian.
    I have cartesian matlab results and polar written results. I need to change one set of results to the other form to compare results.
 
 
 
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