题目内容
在直角坐标系中,A (3,0),B (0,3),C
(1)若
^
,求
的值;
(2)
与
能否共线?说明理由。

(1)若



(2)


(1)
=
;(2)不能共线。得
=
>1,矛盾!



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试题分析:
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
(1)


Þ

Þ

两边平方得 1+




(2)不能共线。 8分
理由如下:
若



解得

两边平方得 1+

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点评:中档题,本题综合考查平面向量的坐标运算、数量积,向量垂直及共线的条件,和差倍半的三角函数公式。总的看解答思路明确,注重了基础知识的考查,是一道好题。
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