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SAI International School
CLASS-VI
Mathematics
CHAPTER-6: Integers
LESSON NOTES-2
SUBTOPIC: Ordering of integers and Additive inverse
It is important to understand here the order of integers.
As we move to the right the value of integers is increasing.
Hence 7 is greater than 4, 4 is greater than 1, 0 is greater than -1, 1 is greater
than - 2 and so on.
Therefore, – 3 < – 2, – 2 < – 1, – 1 < 0, 0 < 1, 1 < 2, 2 < 3 so on.
By looking at the number line we can see what integers lie between two
integers and which the greater integer is.
The number line also tells us how much we need to move in order to go from
one integer to another.
Ex-Compare the following pairs of numbers using > or <
0 > -8, -5 < 5, -1> -15
Additive Inverse of an integer:
Two integers whose sum is zero are called additive inverses of each other.
They are also called the negatives of each other.
Additive inverse of an integer is obtained by changing the sign of the integer.
For example, the additive inverse of +5 is –5 and the additive inverse of –3 is
+3.
Successor and Predecessor of an integer:
In integer number line, number to left is predecessor and number to right
is successor.
Predecessor is 1 less than the number and successor is 1 greater than the
number.
Ex- Successor and predecessor of -5 will be -4 and -6 respectively.