The identities
(1) and
(2) will be useful here.
To express
in the form
equate both expressions and expand the right hand side using identity (1)
![]()
Equate coefficients of![]()
(1)
and coefficients of![]()
(2)
(1) divided by (2) gives![]()
and
gives![]()
To express
in the form
equate both expressions and expand the right hand side using identity (1)
![]()
Equate coefficients of![]()
(3)
and coefficients of![]()
(4)
(3) divided by (4) gives![]()
and
gives![]()
To express
in the form
equate both expressions and expand the right hand side using identity (2)
![]()
Equate coefficients of![]()
(5)
and coefficients of![]()
(6)
(6) divided by (5) gives![]()
and
gives![]()
To express
in the form
equate both expressions and expand the right hand side using identity (2)
![]()
Equate coefficients of![]()
(7)
and coefficients of![]()
(8)
(8) divided by (7) gives![]()
and
gives![]()