Evaluate the scalar line integral for the vector field?
Evaluate the scalar line integral for the vector field F1(x, y, z), where F1 =2yi +3xj +4zk,
around the closed circular path C of radius 1 centred at the point (1, 0, 2)
defined by the parametric equations x =1+cos t, y =sint, z =2 for
t . What can you deduce about the vector field F1?
can any one show me step by step plz
Evaluate the scalar line integral for the vector field F1(x, y, z), where F1 =2yi +3xj +4zk,
around the closed circular path C of radius 1 centred at the point (1, 0, 2)
defined by the parametric equations x =1+cos t, y =sint, z =2 for
t . What can you deduce about the vector field F1?
can any one show me step by step plz