Every pool table has this in common...
They are in a 1:2 ratio. 7x3.5, 8x4, 9x4.5 etc....
They all have a pocket in each corner and on the long rail splitting the center of the table.
If you have x,y coordinates for the CB and OB, then you KNOW the precise angle to the pockets.
You can find the x,y coordinates of the CB and or OB in one of two ways.
You have to have two reference points on the table. distance to two opposing rails, or distance to one rail and one pocket.
Once you have those two reference points then you know where the pockets are, PRECISELY where those pockets are.
Did you know that the human brain is better at naturally calculating the most complex computations (rates of acceleration and rates of deceleration) than almost any computer.
This is mete out any time you are driving on the freeway and need to stop in time (some people are better than others).
Your mind can compute the necesary mathematics to determine the angle to the pocket so long as it has the x,y coordinates of both balls by your being able to see two points of reference. if you think that you can pocket balls without having two points of reference and you care to accept a physical challenge that I setup that provides only one, I would be more than happy to oblige you....
Jaden
They are in a 1:2 ratio. 7x3.5, 8x4, 9x4.5 etc....
They all have a pocket in each corner and on the long rail splitting the center of the table.
If you have x,y coordinates for the CB and OB, then you KNOW the precise angle to the pockets.
You can find the x,y coordinates of the CB and or OB in one of two ways.
You have to have two reference points on the table. distance to two opposing rails, or distance to one rail and one pocket.
Once you have those two reference points then you know where the pockets are, PRECISELY where those pockets are.
Did you know that the human brain is better at naturally calculating the most complex computations (rates of acceleration and rates of deceleration) than almost any computer.
This is mete out any time you are driving on the freeway and need to stop in time (some people are better than others).
Your mind can compute the necesary mathematics to determine the angle to the pocket so long as it has the x,y coordinates of both balls by your being able to see two points of reference. if you think that you can pocket balls without having two points of reference and you care to accept a physical challenge that I setup that provides only one, I would be more than happy to oblige you....
Jaden