题目内容
已知f(α)=
,则f(-
)的值为______.
sin(180°-α)sin(270°-α)tan(180°-α) |
sin(90°+α)tan(180°+α)tan(360°-α) |
31π |
6 |
由题意得:f(α)=
=-cosα,
则f(-
)=-cos(-
)=-cos(5π+
)=-cos(π+
)=cos
=
.
故答案为:
sinα(-cosα)(-tanα) |
cosαtanα(-tanα) |
则f(-
31π |
6 |
31π |
6 |
π |
6 |
π |
6 |
π |
6 |
| ||
2 |
故答案为:
| ||
2 |
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