Question

Let \bar{a}=\hat{i}-2 \hat{j}+\hat{k}
a
ˉ
=
i
^
−2
j
^
​ +
k
^
and \bar{b}=i \hat{-} \hat{j}+\hat{k}
b
ˉ
=i
−
^
​
j
^
​ +
k
^
is two vectors. If \bar{c}
c
ˉ
is a vector such that \bar{b} \times \bar{c}=\bar{b} \times \bar{a}
b
ˉ
×
c
ˉ
=
b
ˉ
×
a
ˉ
and
\bar{c} \cdot \bar{a}=0
c
ˉ
⋅
a
ˉ
=0 then \bar{c} \cdot \bar{b}=
c
ˉ
⋅
b
ˉ
=

Answer 1

Answer:

sorry long q but small amt of point