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Closure Property for Addition of Integers

Classify the ...

Question

Classify the given statement as True or False:
The sum of three different integers can never be zero.

A

True

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B

False

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Solution

The correct option is B False
The sum of three different integers may be zero.
Example: $5 + (- 2) + (- 3)$ given result zero after addition.

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Question 39.

State True/False

The sum of three different integers can never be zero.

Q. For each of the following statements write (T) for true and (F) for false:
(i) The sum of two negative integers is always a negative integer.
(ii) The sum of a negative integer and a positive integer is always a negative integer.
(iii) The sum of an integer and its negative is zero.
(iv) The sum of three different integers can never be zero.
(v) | −5| < |−3|
(vi) |8 − 5| = |8| + |−5|

Q. Which of the following statements are true?

(i) The sum of a number and its opposite zero.
(ii) The sum of two negative integer is positive integer.
(iii) The sum of a negative integer and a positive integer is always a negative integer.
(iv) The successor of −1 is 1.
(v) The sum of three different integers can never be zero.

True or false:

The sum of three integers can never be zero

The sum of three different integers can never be zero.

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Closure Property for Addition of Integers

Standard VII Mathematics

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