Answer :
Let A and B be two vectors.
A × B = |A| |B| sin(Ф) where
|A| = magnitude of A
|B| = magnitude of B
Ф = angle between A and B
If you draw a parallelogram with sides as vector A and B
The area of the parallelogram will be |B|h as shown in figure.
But h = |A| sin(Ф)
So area = |B|h = |A| |B| sin(Ф) = A × B
A × B = |A| |B| sin(Ф) where
|A| = magnitude of A
|B| = magnitude of B
Ф = angle between A and B
If you draw a parallelogram with sides as vector A and B
The area of the parallelogram will be |B|h as shown in figure.
But h = |A| sin(Ф)
So area = |B|h = |A| |B| sin(Ф) = A × B
![View image TPS](https://hi-static.z-dn.net/files/d51/70c50370ee6bb136a402b2d5b0bb8cba.jpg)