Question

Give the example of an integer that is greater than the sum of the other two integers.

Answer 1

Integer greater than both the integers.

Integer:

An integer is a number that can be written without a fractional component.

Let the pair of integers are $3$ and $-8$

We know that in a number the number increase as we move toward its right.

$3$ is in the right among he assumed pair of integer

Hence,$3>-8$

So every integer which is right to $3$ are greater than the assumed pair of integer

Hence,$z\in \mathrm{\mathbb{Z}}-\left[-\infty ,3\right]$ is a set of integers, greater than both $3$ and $-8$

For example $6,9,111,\mathrm{etc}$ are greater than both $3$ and $-8$

Hence, $z\in \mathrm{\mathbb{Z}}-\left[-\infty ,3\right]$ is a set of integers, greater than both $3$ and $-8$