Question
In Figure ABCD is a regular hexagon, which vectors are:

- Collinear.
- Equal.
- Co-initial.
- Collinear but not equal.


$\vec{\text{a}},\ \vec{\text{d}};\ \vec{\text{x}},\ \vec{\text{z}},\ \vec{\text{b}};\ \vec{\text{c}},\ \vec{\text{y}}$
$\vec{\text{b}},\ \vec{\text{x}};\ \vec{\text{c}},\ \vec{\text{y}};\ \vec{\text{a}},\ \vec{\text{d}}$
$\vec{\text{a}},\ \vec{\text{y}},\ \vec{\text{z}}$
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
$\frac{\text{dy}}{\text{dx}}=\text{y}\tan\text{ x, y}(0)=1$