sina+2cosa=0 sin^2a+cos^2a=1
→cos^2a=1/5,sin^2a=4/5,sinacosa=-2/5
又cos2a=2cos^2a-1=→cos2a=-23/25
则原式=(-23/25+2*2/5)/(1+1/5)=-0.1
sina+2cosa=0 sin^2a+cos^2a=1
→cos^2a=1/5,sin^2a=4/5,sinacosa=-2/5
又cos2a=2cos^2a-1=→cos2a=-23/25
则原式=(-23/25+2*2/5)/(1+1/5)=-0.1