- #1
Wasper
- 6
- 0
Hello, I am trying to solve the following system of equations simultaneously with matlab:
0=(.3*cos(B)*cos(P)*cos(60))+(.2*sin(60))-(.3*sin(B)*sin(60))+S
0=(.3*cos(B)*sin(P))-.15
0=(.2*cos(60))-(.3*cos(B)*cos(P)*sin(60))-(.3*sin(B)*cos(60))
Unknowns are B, P, and S.
I have tried the following code which yields an answer:
syms B P S;
[B,P,S] = solve((.3*cos(B)*cos(P)*cos(pi/3))+(.2*sin(pi/3))-(.3*sin(B)*sin(pi/3))+S, (.3*cos(B)*sin(P))-.15, (.2*cos(pi/3))-(.3*cos(B)*cos(P)*sin(pi/3))-(.3*sin(B)*cos(pi/3)));
// note that the above is in one single line.
Unfortunately the answer is given to me in the form of another equation with extremely long numbers. I need MATLAB to give me an answer in the form of one number, how can this be done?
If all else fails I heard that this can be easily done in Maple, but I have no idea how to use it.
Thanks in advance.
0=(.3*cos(B)*cos(P)*cos(60))+(.2*sin(60))-(.3*sin(B)*sin(60))+S
0=(.3*cos(B)*sin(P))-.15
0=(.2*cos(60))-(.3*cos(B)*cos(P)*sin(60))-(.3*sin(B)*cos(60))
Unknowns are B, P, and S.
I have tried the following code which yields an answer:
syms B P S;
[B,P,S] = solve((.3*cos(B)*cos(P)*cos(pi/3))+(.2*sin(pi/3))-(.3*sin(B)*sin(pi/3))+S, (.3*cos(B)*sin(P))-.15, (.2*cos(pi/3))-(.3*cos(B)*cos(P)*sin(pi/3))-(.3*sin(B)*cos(pi/3)));
// note that the above is in one single line.
Unfortunately the answer is given to me in the form of another equation with extremely long numbers. I need MATLAB to give me an answer in the form of one number, how can this be done?
If all else fails I heard that this can be easily done in Maple, but I have no idea how to use it.
Thanks in advance.