E
Epinn
I read the following and have a couple of questions.
In computer science, the Boolean datatype, sometimes called the logical datatype, is a primitive datatype having two values: one and zero (sometimes called true and false). It is the special case of a binary numeric datatype of only one digit, or bit.....
This datatype is used in Boolean and other operations such as and (AND, &, *), or (OR, |, +), exclusive or/not equivalent (xor, NEQV, ^), equal (EQV, =, ==) and not (NOT, ~, !) which correspond to some of the operations of Boolean algebra and arithmetic. <<
I have no problem understanding the above and I always know that TRUE is 1 and FALSE is 0 *theoretically*.
However, I have discovered that in Excel, 0 is FALSE and anything other than 0 including negative values is TRUE and not just 1 is TRUE. Is there a missing piece that I should know of?
I also read:
In other words, digital circuits = "random logic." Wonder if I can say Boolean is random logic?
Don't want to bother with DeMorgan Theorem as long as I know how to write my formula.
Thank you for reading.
Epinn
In computer science, the Boolean datatype, sometimes called the logical datatype, is a primitive datatype having two values: one and zero (sometimes called true and false). It is the special case of a binary numeric datatype of only one digit, or bit.....
This datatype is used in Boolean and other operations such as and (AND, &, *), or (OR, |, +), exclusive or/not equivalent (xor, NEQV, ^), equal (EQV, =, ==) and not (NOT, ~, !) which correspond to some of the operations of Boolean algebra and arithmetic. <<
I have no problem understanding the above and I always know that TRUE is 1 and FALSE is 0 *theoretically*.
However, I have discovered that in Excel, 0 is FALSE and anything other than 0 including negative values is TRUE and not just 1 is TRUE. Is there a missing piece that I should know of?
I also read:
In other words, digital circuits = "random logic." Wonder if I can say Boolean is random logic?
Don't want to bother with DeMorgan Theorem as long as I know how to write my formula.
Thank you for reading.
Epinn