tan(a+π/4)=2=(tana+tanπ/4)/(1-tanatanπ/4)=(1+tana)/(1-tana)
tana=1/3
sinacosa-cos^2a
=(sinacosa-cos^2a)/(sin^2a+cos^2a) (上下同除以cos^2a)
=(tana-1)/(1+tan^2a)
=-1/5
tan(a+π/4)=2=(tana+tanπ/4)/(1-tanatanπ/4)=(1+tana)/(1-tana)
tana=1/3
sinacosa-cos^2a
=(sinacosa-cos^2a)/(sin^2a+cos^2a) (上下同除以cos^2a)
=(tana-1)/(1+tan^2a)
=-1/5