Solve parametric equations involving two vectors

Hi, I am trying to create a function that finds a vector 'P ' from two parametric lines generated by vectors, these lines are 'O' and 'Bet'. 'P' is the point where these two lines meet. There seems to be a problem with the way I am defining the parameter 't', which describes this lines. How can I solve this?

function [P] = VCI (mag1, X, inicial1, mag2, Y, inicial2)
A = [mag1.*cosd(X) mag1.*sind(X)]'+inicial1;
B = [mag2.*cosd(Y) mag2.*sind(Y)]'+inicial2;
if X==Y || (X==Y+180 || Y==X+180)
    syms t real
    O= [-mag1.*sind(X).*t mag1.*cosd(X).*t]'+inicial1;
    Bet=(A-B).*t+A;
    S=solve(O==Bet,t);
    P=(A-B).*S+A
    
    
end  

%The following is an example of what I get when I run the code
>> VCI(10, 50, [0;0], 5, 50, [0;1])
Error using symengine
Array sizes must match.

Error in sym/privBinaryOp (line 1039)
            Csym = mupadmex(op,args{1}.s, args{2}.s, varargin{:});

Error in  .*  (line 323)
        X = privBinaryOp(A, B, 'symobj::zipWithImplicitExpansion', '_mult');

Error in VCI (line 9)
    P=(A-B).*S+A

[Matt J]

You need to demonstrate the problem for us. We don't know how you ran this function or what you see as a result.

Answer 1

[Shanmukha Voggu]

Hi Marol,

symengine is not recommended. Use equivalent Symbolic Math Toolbox™ functions that replace MuPAD®functions instead. For more information, see Compatibility Considerations.

Refer this for more information