# True or false.if false, explain why.The sum of two integers cannot be zero.?

### 13 Answers

- roderick_youngLv 78 months ago
False. Counterexample: 1 and -1. Or did you mean two positive integers?

- Log in to reply to the answers

- Ian HLv 78 months ago
An integer is a whole number, (no fractional part); it can be positive, negative or zero.

It is a subset of real numbers than can have fractional parts or decimal digits or be irrational.

A sum of any two integers of same magnitude but opposite sign can be zero.

1 + (-1) = 0

0 + 0 = 0

All posts agree – it was false.

- Log in to reply to the answers

- What do you think of the answers? You can sign in to give your opinion on the answer.
- DavidLv 78 months ago
False because integers are whole numbers and as for example the sum of 3+(-3) = 0

- Log in to reply to the answers

- KrishnamurthyLv 78 months ago
False.

The sum of two integers can be zero.

An integer (from the Latin integer meaning "whole") is a number that can be written without a fractional component. For example, 21, 4, 0, and −2048 are integers, while 9.75, 5 ⁄2, and √2 are not.

- Log in to reply to the answers

- 8 months ago
False. An integer is a whole number (i.e -5, 3, -3454). The sum of any integer and its opposite is equal to zero (i.e -5+5=0).

- Log in to reply to the answers

- ted sLv 78 months ago
obviously false if YOU know about ' additive inverses'...for every real A there is a real number B such that A + B = 0.....A & B are said to be 'additive inverses' of each other

- Log in to reply to the answers

- 8 months ago
False

Integers can be either positive or negative. For example: 3+(-3)=0

Although it'll have to be the same number, it still works. So this makes the statement false

- Log in to reply to the answers