ello,
I tried to solve an equation
syms x y;S = solve('x^2 + y^2 = 240^2','x*(s-x)+y*(t-y)-240*sqrt((s-x)^2+(t-y)^2)*0.64279=0')
in this case I get
Warning: Warning, solutions may have been lostS = x: [4x1 sym] y: [4x1 sym]
S.x en S.y contains a very long equation that I can not directly convert to a number, but by pasting it in the command window I can find the values
the strange thing is if I replace s en t by their values I get other solutions
syms x y;S = solve('x^2 + y^2 = 240^2','x*(279.8-x)+y*(-528.05 -y)-240*sqrt((279.8-x)^2+(-528.05 -y)^2)*0.64279=0')
and these are the correct solutions,
x=double(S.x)y=double(S.y)x = -17.428 207.85y = -239.37 -120
so why do I get other solutions if I use s and t as a variable? and even stranger, if I replace 0.64279 by the cosinus of an angle than it thus work at all?
any ideas? probaly I am making a mistake somewhere? So wy is my solutions S.x and S.y not available as a number but as an expression, and how can I convert it?
Best Answer