tanα=-3/4cosα<0, (cosα)^2=1/(1+(tanα)^2)=16/25cosα=-4/5sinα=3/5cos(α+π/4)=cosαcos(π/4)-sinαsin(π/4)=-7√2/10sin2α=2sinαcosα=-24/25cos(α+π/4)/sin2α=35√2/48