The mystery of vector or cross product. | Vector product=Vector area

Can you tell me why we use A × B =|A| |B| sin θ formulas as vector products? Why is it not the other way around?
While learning physics we prefer more on formulas and less on nature. Formulas are derived by observing nature and mostly we don't understand the concept in terms of nature.

Cross-product is very important in physics and it is not just A × B =|A| |B| sin θ, you need to understand the main concept.

The vector product is basically the vector area of the parallelogram made by two vectors.

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Timestamps
00:00 | What the question is?
02:15 | What is basically cross product?
03:39 | Difference of dot and cross product
06:34 | Cross product the area of parallelogram
11:14 |A × B =ABcosθ



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