A) (3^2003+ 3^2005)/ (3^2007- 3^2005)=
=3^2003(1+ 3^2)/ 3^2005(3^2- 1)=
=3^2003(1+ 9)/ 3^2005(9- 1)=
=10/(3^2×8)=
=10/72=
=5/36
B) (2^2007- 6×2^2002)/ (2^2001+ 2^2003+ 2^2004)=
= (2^2007- 3×2^2003)/ 2^2001(1+ 2^2+ 2^3)=
= 2^2003(2^4- 3)/ 2^2001(1+ 2^2+ 2^3)=
= 2^2003×13)/ 2^2001×13=
=2^2=4