One of the most important quantum physics theory is.
Heisenberg's Uncertainty Principle.
To study Heisenberg's theory, let's first study the difference between the inherent nature of classical
versus quantum particle.
Let's first take the example of a classical particle, as you can see over here, let's say a ball is
a position, X is equal to zero on X axis.
And we have some input speed parameters like.
Its mass is one, Gegè.
Initial velocity is equal to zero.
And acceleration is two meter per second square.
Now, let's see if their task is to figure out.
After five seconds, where would be the position of the ball on x axis?
We can apply the equation.
X is equal to duty plus half a square.
And we get the answer as.
X is equal to 25 meter.
So you see.
How accurately, with exact precision we can predict the future state of the classical particle.
While in the case of quantum mechanics, a particle is represented by.
Wave backorder or group of waves, so we cannot predict the future state of quantum particle in deterministic
we.
Let's check out an example and study this phenomenon in deft.