Recent content by xamnidar

Here's the final results of gokul's approach: a_x=a a_y=a_z=0 b_x=b*cos(gamma) b_y=b*sin(gamma) b_z=0 c_x=c*cos(beta) c_y=c*[cos(alpha)-cos(gamma)*cos(beta)]/sin(gamma) c_z=sqrt(c^2-c_x^2-c_y^2)