Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C how is best to represent this? 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Can we represent multiple options being made as two choices in this way?

We decide between A and (B or C) and then decide between B or C.

Is this possible? Or does language not give us the ability to imply a sort of 'order of operation' for something like this? Or do we have to rely on expressing it explicitly.

Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C. is there a way to represent this in a single concise statement like: 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Can we represent multiple options being made as two choices in this way?

We decide between A and (B or C) and then decide between B or C.

Is this possible? Or does language not give us the ability to imply a sort of 'order of operation' essentially treating 'or' similar to an operator, for something like this? Or do we have to rely on expressing it explicitly.

Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C how is best to represent this? 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Can we represent multiple options being made as two choices in this way?

We decide between A and (B or C)

  and then decide between B or C.

In an ordered system like this exist?

Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C how is best to represent this? 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Can we represent multiple options being made as two choices in this way?

We decide between A and (B or C) and then decide between B or C.

Is this possible? Or does language not give us the ability to imply a sort of 'order of operation' for something like this? Or do we have to rely on expressing it explicitly.

Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C how is best to represent this? 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Say I have three options (or choices if prefer) , A,B and C but one must decide on either A or later having the option of B and C (you cannot choose B or C straight away, only decide that you don't want A, initially) Such that we have:

A or (B or C)

Even though at the end of the day our options are A or B or C how is best to represent this? 'A or B/C' for example?

Does language like 'or' take two arguments and have orders of operations like the equivalent boolean function for 'or'?

Can we represent multiple options being made as two choices in this way?

We decide between A and (B or C)

and then decide between B or C.

In an ordered system like this exist?