Question

A pair of negative integers whose sum is +5

Answer 1

Answer:

We cannot find the pair of two negative integers such that their sum is +5

Step-by-step explanation:

Negative Integers : This includes the set of all integers less than 0. This set is denoted by Z-

Now, we need to find the pair of negative integers such that their sum is +5

Let x be any negative integer and the second integer by y

Now, x + y = +5

Since, x, y < 0 so their sum : x + y < 0

So, Sum of two negative integers cannot be greater than 0

Hence, We cannot find the pair of two negative integers such that their sum is +5

Answer 2

Answer:

A pair of negative integers whose sum never be +5.

Sum of a pair of negative integers is always negative.

Step-by-step explanation:

$Set\: of \: Integers (Z)\\={...,-3,-2,-1,0,1,2,3,4,....}$

A pair of negative integers whose sum never be +5.

Sum of a pair of negative integers is always negative.

Example:

-3 -2 = -5 (negative integer)

-9-10 = -19 (negative integer )

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