Consider the relationship betweren Cartesian coordinates

(x,y)

and coordinates

(\\\\theta ,\\\\phi )

\

x=a(\\\\theta +sen\\\\phi )\ y=a(1-cos\\\\phi )

\ where

a

is a constant\ Let

(B\\\\mu )=(x^(2)+3y,5yx)

be the components of a rank tensor

(0,1)

in coordinates

(x,y)

. Obtain the components of the tensor at coordinates

(\\\\theta ,\\\\phi )

Consider the relationship betweren Cartesian coordinates (x,y) and coordinates (,) x=a(+sen)y=a(1cos) where a is a constant Let (B)=(x2+3y,5yx) be the components of a rank tensor (0,1) in coordinates (x,y). Obtain the components of the tensor at coordinates (,)