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Write two integers whose difference is more than $-$6 but these integers should be less than $-$6.
Given: Integer $-$6.
To find: Here we have to find two integers whose difference is more than $-$6 but these integers should be less than $-$6.
Solution:
We know that integers less than $-$6 are: $-$7, $-$8, $-$9 ... and so on.
Now there are many pairs of integers whose difference is more than $-$6.
For example:
($-$20 and $-$19)
Calculating difference between $-$20 and $-$19;
$-$20 $-$ ($-$19)
= $-$20 $+$ 19
= $\mathbf{-}$1
So, both $-$20 and $-$19 are less than $-$6 but their difference ($-$1) is more than $-$6.
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