Given:
The given equation is

Required:
We have to find which of the given point are on the graph of the given equation.
Step-by-step explanation:
We know that a point lies on the graph of an equation if it satisfies that equation. So we have to put the given points in the given equation in the place of x and y and check if it is equal to 12 or not. If we get 12 after putting a point in the expression

then we say that point is on the graph of the given equation.
So, proceed as follows:
For the point (5,3):

Hence this point is not on the graph of the given equation.
For the point (0,6):

Hence this point is not on the graph of the given equation.
For the point (6,0):

Hence this point is on the graph of the given equation.
For the point (6,4):

Hence this point does not lie on the graph of the given equation.
Final answer:
Hence the final answer is the point (6,0) is on the graph of the given equation.