tana=-3/4a属于(π/2,π),sina>0,cosa<0(cosa)^2=1/[1+(tanx)^2]=16/25cosa=-4/5sina=tanacosa=3/5sin2a=2sinacosa=-24/25cos(a+π/4)=cosacos(π/4)-sinasin(π/4)=-7√2/10cos(a+π/4)/sin2a=35√2/48