Addition and subtraction of integers follow nbsp- nbsp-property-Closure nbsp-Commutative nbsp-Distributive nbsp-

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Standard VII

Mathematics

Properties of Integers under Subtraction

Addition and ...

Question

Addition and subtraction of integers follow property.

Closure

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Commutative

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Distributive

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Solution

The correct option is A Closure
Closure property states that for integers a and b we can say that
a + b = Integer and a - b = Integer
$∴$ It follows for both addition and subtraction of integers.

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Similar questions

Q. 67 + 33 = 33 + 67 is an example of
(a) closure property
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If a property hold for rational numbers, will it also hold for integers? Explain in details.

	Rational Numbers	Integers
Closure
Addition
Subtraction
Multiplication
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Commutative
Associative
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Which of the following properties holds for rational numbers and integers, but not for whole numbers?

A. Closure for addition
B. Closure for subtraction
C. Closure for multiplication
D. Closure for division

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Addition and subtraction of integers follow property.

The correct option is A Closure Closure property states that for integers a and b we can say that a + b = Integer and a - b = Integer ∴ It follows for both addition and subtraction of integers.

The correct option is A Closure
Closure property states that for integers a and b we can say that
a + b = Integer and a - b = Integer
$∴$ It follows for both addition and subtraction of integers.