题目内容
若
A.
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B.
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C.
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D.
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【答案】分析:由α是第二象限角,得到sinα的值大于0,可由cosα的值,利用同角三角函数间的基本关系求出sinα的值,再由sinα及cosα的值,利用同角三角函数间的基本关系弦化切,即可求出tanα的值.
解答:解:∵
,且α是第二象限角,
∴sinα=
=
,
则tanα=
=-
.
故选C
点评:此题考查了同角三角函数间的基本关系,熟练掌握基本关系是解本题的关键,同时注意角度的范围.
解答:解:∵

∴sinα=


则tanα=


故选C
点评:此题考查了同角三角函数间的基本关系,熟练掌握基本关系是解本题的关键,同时注意角度的范围.

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