Don,
I have an interesting question I hope you can help me with.
If a player receive a two card hand say (card A and card B) a two card computation. After receiving their first two cards A & B the player has an additional third card C. Now the player has three cards A & B & C a three computation. Now he has the option of using A with B, or A with C, or B with C a three card computation.

By adding the third card to the equation every time how much does this change the equations?

How much does the added option of a third card substantially increase the odds?

what are the probabilities of having three options compared to two cards?

Is this a Variable Change like the "Monte Hall paradox" or Conditional Probabilities?

Thanks
A Fan