Question

Write The Properties Of Rational Numbers

Answer 1

Answer:

The major properties of rational numbers are:

Closure Property

Commutativity Property

Associative Property

Distributive Property

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Answer 2

Answer:

The properties of rational numbers are:

1) Closure Property: If a and b are rational numbers, then a+b is also a rational numbers.

2) Commutative Property: If a and b are two rational numbers, then a+b = b+a.

3) Associative Property: If a, b and c are three rational numbers, then a+(b+c) = b+(c+a).

4) Distributive Property: If a, b and c are three rational numbers, then a*(b+c) = a*b + a*c

5) Additive Identity: 0 is the additive identity of all rational numbers. If a is a rational number, then a+0 = a.

6) Additive Inverse: If a is a rational number, (-a) is the additive inverse of a. This means a + (-a) = 0

7) Multiplicative Identity: 1 is the multiplicative identity of all rational numbers. If a is a rational number, then a * 1 = a.

8) Multiplicative Inverse: If a is a rational number, then multiplicative inverse of a is 1/a. This means a * 1/a = 1.