Quantum Mechanics <3

HEISENBERG'S UNCERTAINTY PRINCIPLE (2)

Some may think about this while learning about Heisenberg's uncertainty principle, that's why I made this chapter to clear your mind.

Einstein suggested this theory because he wasn't very fond of this principle (I get the feeling Einstein really detested Quantum Mechanics X). In a good way of course) the theory is the following:

If we can never know the position and the momentum of a particle at the same time (Heisenberg's principle) what if we take two entangled particles, measure the position of one, then the momentum of the other, and boom! We have both position and momentum of one particle like the other (since they are entangled)

The uncertainty principle will fall apart, right? Well no, my friend.

The theory was studied and the experiments were made and the answer is quite simple and silly (in my opinion. No offense)

The uncertainty principle just doesn't apply to entangled particles in the same way it does to non-entangled particles!

When one particle of an entangled pair is measured, the state of both particles is changed immediately and instantaneously, regardless of their separation.

This means that if one particle's position and momentum are known with high accuracy, then the other particle's position and momentum can also be known with high accuracy at the same time.

So, this does not violate or disprove the uncertainty principle, which only applies to non-entangled particles.

I was glad to share this with you guys and I hope that the (very very very) few people that are voting this are reading and really interested in what I'm writing.

Also please if you are more knowledgeable about something and found me doing a mistake pleaaassseee don't hesitate to correct me! With politeness of course. We like respectful people.