Practicing Success
The non-zero vectors $\vec b$ and $\vec c$ are related by $\vec a=8\vec b$ and $\vec c =-7\vec b$. Then the angle between $\vec a$ and $\vec c$, is |
0 $π/4$ $π/2$ $π$ |
$π$ |
We have, $\vec a =8b$ and $\vec c =-7b$ $⇒\vec a=\frac{-8}{7}\vec c$ $⇒\vec a$ and $\vec c$ are unlike parallel vectors. ⇒ Angle between $\vec a$ and $\vec c$ is $π$. |