题目内容
已知点O为△ABC的外心,且|
|=4,|
|=2则
•
=( )
| AC |
| AB |
| AO |
| BC |
| A.2 | B.4 | C.2
| D.6 |
因为点O为△ABC的外心,且|
|=4,|
|=2,
∴
•
=(
+
)•
=
•
+
•
=
•
=
(
+
)(
-
)
=
(|
|2-|
|2)
=
(16-4)
=6.
故选D.
| AC |
| AB |
∴
| AO |
| BC |
| AP |
| PO |
| BC |
| AP |
| BC |
| PO |
| BC |
=
| AP |
| BC |
| 1 |
| 2 |
| AB |
| BC |
| AC |
| AB |
=
| 1 |
| 2 |
| AC |
| AB |
=
| 1 |
| 2 |
=6.
故选D.
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相关题目
已知点O为△ABC的外心,且|
|=4,|
|=2则
•
=( )
| AC |
| AB |
| AO |
| BC |
| A、2 | ||
| B、4 | ||
C、2
| ||
| D、6 |