OPERATORS
Operators are anything which we use to
operate our variables, and play with them. So in java we have basically 5 types
of category of operators and then we have some special ones. So the five basic
types of operators are
i) Arithmetic
ii)Relational
iii)Logical
iv)Assignment
v) Bitwise operators
Arithmetic Operators
Arithmetic operators are the most basic
operators we see in any programming language, these are used to do basic math
operations in a code. There are basically five arithmetic operators in java, +,
-, *, / , %.
+
plus operator
-
minus operator
*
multiplication operator
/
division operator
%
modulo operator
The modulo operator is used to fetch out the
remainder between any two integers.
Relational operators
Relational operators in java are the ones who
relate or compare two or more variables in the code. There are six relational
operators in java, they are <, >, <=, >=, == and != .
<
is smaller than
>
is greater than
==
equals to
>=
greater than equal to
<=
smaller than equal to
!=
not equal to
Logical Operators
There are three logical operators in java
i) LOGICAL AND OPERATOR (&&)
In this operator if the two conditions
between which the AND operator is u true
, only then our result will be true.
Ex:
package solution;
public class Operators {
public static void main(String[] args) {
int x =8;
if(x%2==0
&& x>0) {
System.out.println("The integer is positive and
even");
}
}
}
//Output: The integer is positive and even
ii) LOGICAL OR OPERATOR (||)
In this operator the either of the two
condition between which the OR operator is used must be true.
Ex:
public class Operators {
public static void main(String[] args) {
int x =8;
if(x%2==0 || x<0) {
System.out.println("Not sure the number is
positive or not, but it's definitely divisible by 2");
}
}
}
//Output: Not sure the number is positive or not, but
it's definitely divisible by 2
iii) LOGICAL NOT OPERATOR (!)
Logical NOT operators are used when we want
to perform a certain action when a specific condition is not true (or false).
Ex:
public class Coding_Winds {
public static void main(String[] args) {
// TODO Auto-generated method stub
int x =7;
if(!(x%2==0))
{
System.out.println("Your number is odd");
}
}
}
//Output: Your number is odd
Assignment Operators
(=)
These are the
operators used to assign the values to the variable. There are of forms of
assignment operators
Ex:
int a=4;
int b=1;
int result1 = a+b;
int result2 = a*b;
int result3 = a/b;
int result4 = a-b;
int result5 = a%b;
Short- hand method
of writing an assignment operator
Suppose if someone
wants to assign a value to a variable and that value includes the old value of
that variable then we can use a short hand method.
Ex:
a+=1; // same as a= a+1
a-=3; // same as a=a-3
a*=2; // same as a=a*2
a/=1; // same as a= a/1
a%=3; // same as a=a%3
Bitwise Operators
Bitwise operators
are the ones which work on the binary digits of any number and the fetch the
results. There are 6 bitwise operators in java , they are
& AND
| OR
<< LEFT SHIFT
>> RIGHT SHIFT
^ exclusive OR or XOR
~ bitwise compliment
>>> Unsigned rightshift
Below is the truth
table which shows us the different output using &,| and ^ operator.
![](data:image/png;base64,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)
Note that in binary
code, ‘1’ is considered as true an ’0’ as false.
AND (&) – In AND
operators if both the values are true (or if all the values are true,) then
only the output is true.
OR (|) - In OR
operator if either of the two values (or any one value is true ) then the
output is true.
XOR (^) - In XOR
operator if both the values are same (or all the values are same) then the
output is false and if the two values are different (or all the values are
different) then the output is true.
Bitwise Compliment
(~) – In bitwise compliment the digits 0 is replaced by 1 and 1 is replaced by
0.
Bitwise
rightshift (>>) and leftshift
(<<)
In the bitwise
rightshift operator the value of the binary code is shifted towards right by
the number specified after the operator, and the empty spaces left in left are
filled by zeroes. The same happens in the leftshift operators to the left.
Ex:
public class Coding_Winds {
public static void main(String[] args) {
int x=13; // binary code for 6 is 0000 1101
System.out.println(x>>2); /* Output is 3 which has a binary
code 0000 0011 */
System.out.println(x<<2); /* Output is 52 which has a binary code 0011 0100 */
}
}
Unsigned right shift
This operator is
also known as ‘right shift zero fill operator ‘ and this is similar to right
shift operator in java , the only difference comes when we have a negative
number, since the high order bit (or the most significant bit) of a negative
number is set to 1. So when we use an unsigned right shift, it shifts all the
upper bits including the high order bit to zero, thus making the resulting
number a positive one.
Ex:
public class Coding_Winds {
public static void main(String[] args) {
int x=-1;
/* binary code for -1 is 1111 1111
1111 1111 1111 1111 1111 1111 */
System.out.println(x>>>20); /* Output is 4095 which has a
binary code 0000 0000 0000 0000 0000 1111 1111 1111 */
}
}
Some other operators
Ternary operators:
These operators are
used to check a condition, and act accordingly regarding the result. The basic
syntax of a ternary operator is
Syntax:
(condition)? exp1:
exp2;
In a ternary
operator we first write the write the condition to be checked and then if the
condition is true, the compiler returns the first value after ‘?’ and if the
condition is false the second value after the colon is returned.
Ex:
public class Coding_Winds {
public static void main(String[] args) {
int x=10;
int y=11;
String str = x>y? "x
is a greater number":"y is a greater number";
System.out.println(str);
}
}
//Output: y is a greater number
Increment/ Decrement Operator
The increment and decrement operators increase and decrease the value by
1 respectively. There are two types of increment/decrement operators
i)Pre increment/decrement (++var / --var)
In this operator the compiler first increments or decrements the value
of the variable and then reads it.
Ex:
public class Coding_Winds {
public static void main(String[] args) {
int x=10;
int y=11;
System.out.println(++x); //Output: 11
System.out.println(--y); //Output: 10
}
}
ii) Post increment/decrement (var++/ var--)
In this operator the compiler first reads the value of the variable and
then increments or decrements its value.
Ex:
public class Coding_Winds {
public static void main(String[] args) {
int x=10;
int y=11;
System.out.println(x++); //Output: 10
System.out.println(y--); //Output: 11
}
}
Dot Operators (.)
Dot operators are
used to access the reference methods and variables of a class, when objects are
used. We will learn more about them in the classes
Below is the table
describing the order of precedence and associativity of operators
![](data:image/png;base64,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)
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