问题
填空题
已知f(α)=
|
答案
由题意得:f(α)=
=-cosα,sinα(-cosα)(-tanα) cosαtanα(-tanα)
则f(-
)=-cos(-31π 6
)=-cos(5π+31π 6
)=-cos(π+π 6
)=cosπ 6
=π 6
.3 2
故答案为:3 2
已知f(α)=
|
由题意得:f(α)=
=-cosα,sinα(-cosα)(-tanα) cosαtanα(-tanα)
则f(-
)=-cos(-31π 6
)=-cos(5π+31π 6
)=-cos(π+π 6
)=cosπ 6
=π 6
.3 2
故答案为:3 2