(cosα+3sinα)/(6sinα-2cosα)=2
cosα+3sinα=(6sinα-2cosα)*2
5cosα=9sinα
tanα=5/9
sin2^α+cos2^α=1
所以cosα=9/(106)^0.5 sinα=5/(106)^0.5
sin2^α+3sinαcosα-2cos2^α=-1/53
(cosα+3sinα)/(6sinα-2cosα)=2
cosα+3sinα=(6sinα-2cosα)*2
5cosα=9sinα
tanα=5/9
sin2^α+cos2^α=1
所以cosα=9/(106)^0.5 sinα=5/(106)^0.5
sin2^α+3sinαcosα-2cos2^α=-1/53