tana=-1/2,2sin^2a-sinacosa+cos^2a
问题描述:
tana=-1/2,2sin^2a-sinacosa+cos^2a
答
2sin^2a-sinacosa+cos^2a
=(2sin^2a-sinacosa+cos^2a)/(sin²a+cos²a) 分子分母同时除以cos²a
=(2tan²a-tana+1)/(tan²a+1)
=(1/2+1/2+1)/(1/4+1)
=8/5