题目内容
OA为边,OB为对角线的矩形中,
=(-3,1),
=(-2,k),则实数k=______.
| OA |
| OB |
由于OA为边,OB为对角线的矩形中,OA⊥AB,∴
•
=0,
即
•(
-
)=
•
-
2=(-3,1)•(-2,k)-10=6+k-10=0,
解得k=4,
故答案为 4.
| OA |
| AB |
即
| OA |
| OB |
| OA |
| OA |
| OB |
| OA |
解得k=4,
故答案为 4.
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