/*** Rolling Dice ********************************
Betty likes gambling games. She played a dice game with 3 dice.
She could bet on whether the dice would come up with two (or 3)
matching numbers, or whether all the dice would be different.
e.g. 3 4 3 --> MATCH 3 4 5 --> no match 4 4 4 --> MATCH
Betty wants to know which is more likely: matching dice or
non-matching dice. This program simulates the dice by using a
Random function and using if.. commands to check for matches.
**************************************************/
This program uses 3 random
numbers to simulate 3 dice rolls. It repeats the dice
rolls 10 times.
Each time the dice are rolled, the program must decide
whether 2 of the dice match (as shown in the results above).
if(a==b
|| b==c || a==c)
{ println( .... "MATCH");
}
This command checks whether dice A matches dice B OR dice B matches dice
C OR dice C matches dice A.
The | | symbols stand for "OR". The = = symbol checks
whether two numbers are equal.
If a match is detected, then it prints "MATCH".
else
{ println(..... "no match");
}
"Else" means "otherwise". So if NO match occurs, it prints "no match".
George Boole was a mathematician who outlined the basic principles of
logical decisions.
A
Boolean expression is a series of logical
operations that give a result of TRUE or FALSE.
The basic operators in Boolean expressions are OR and AND.
For example, when a = 4 , b = 5 , c = 4, then
Whenever a Boolean expression uses OR ( | | ) , only one part must be
true to make the whole thing true.
The Java symbol for AND is && . For example, when a
= 4, b = 5, c = 4 , then
AND expressions
(a == b && b == c ) ==> FALSE, because both
parts are false
(a == b && a == c ) ==> FALSE, because a == b
is false
(a == 4 && c == 4 ) ==> TRUE, because both
parts are true
The following command checks whether two numbers are smaller than
100 and add up to 150.
( a < 100 && b < 100 && a+b==150 )
AND
&& OR |
| EQUAL =
= not Equal ! =
Less than or equal <
= Greater or
equal > =
You should find a summary of Boolean expressions in a Java textbook
and study all the possible operations.