00:01
Over here we have the shoringers equation on the left and we have a wave function on the right and we are sure that this wave function actually satisfies the shorringer's equation.
00:17
But what do we mean by satisfy? so satisfy well for our shorangers equation, if you take a look over here, the e is defined to be a constant.
00:29
It doesn't depend on every.
00:30
Any variables, so it's just a constant.
00:35
And when we say that it's satisfied, it means that the left -hand side of this equation, when we simplify it, it must also be a constant multiplied by the wave function, same as the right -hand side.
00:53
So we want to show that this is true, and we can do that by doing some derivative and substituting the derivative in with our trial wave function.
01:05
This is our wave function that i want to show.
01:09
So the condition that is given in the question that this will be true is that when u is equals to zero...
