问题
选择题
已知|
|
答案
∵|
|=1,|a
|=2,向量b
与a
的夹角为b
,2π 3
∴
•a
=1×2×cosb
=-12π 3
∵
=c
+2a b
∴|
|=|c
+2a
|=b
=
2+4a
•a
+4b
2b
=1-4+16 13
故选A.
已知|
|
∵|
|=1,|a
|=2,向量b
与a
的夹角为b
,2π 3
∴
•a
=1×2×cosb
=-12π 3
∵
=c
+2a b
∴|
|=|c
+2a
|=b
=
2+4a
•a
+4b
2b
=1-4+16 13
故选A.