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                    Operations on Integers

     Set of integers is denoted by Z where:

     Z = {……, –3 , –2 , –1 , 0 , 1 , 2 , 3 ………}
     set of positive integers = {1 , 2 , 3 , ……..}
     set of negative integers{–1 , –2 , –3 , ……..}

   Remark

• Zero is not positive or negative but it is an integer.
• The set {0 , 1 , 2 , 3 , ……..} is a set of natural numbers N and it

   is also called the set of non-negative integers.

• The set {0 , –1 , –2 , –3 , ……..} is called the set of non-positive

   integers.

• Any negative number is less than zero.
• Any positive number is more than zero.
• Zero is neither positive nor negative
• Any positive number is greater than any negative number
• Set of natural number is part of the set of

   integers Z

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