If ` vec a` is perpendicular to ` vec b` and ` vec r` is non-zero vector such that `p vec r+( vec rdot vec a) vec b= vec c ,` then ` vec r=` ` vec c/p-(( vec adot vec c) vec b)/(p^2)` (b) ` vec a/p-(( vec cdot vec b) vec a)/(p^2)` ` vec a/p-(( vec adot vec b) vec c)/(p^2)` (d) ` vec c/(p^2)-(( vec adot vec c) vec b)/p`

Options

A. `[rac]=0`
B. `p^(2)r=pa-(c*a)b`
C. `p^(2)r=pb-(a*b)c`
D. `p^(2)r=pc-(b*c)a`

Answer

A, D