The multiplication of rational number is commutative
and.
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The multiplication of rational number is commutative
and ( associative)
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The multiplication of rational number is also associative along with being commutative.
- The term "rational number" refers to any number that can be stated as a fraction, as well as a positive or negative number, or zero and also repeated decimals.
- Ratio has evolved into the word rational.
- Rational numbers are typically defined as those that can be represented as a fraction of form A/B, where A and B are both integers and B is not equal to 0.
- Rational numbers show several properties like distributive, inverse, associative, commutative, closure, etc.
- Commutative addition and multiplication apply to rational numbers.
- As per the commutative property, pXq= qXp, where p and q are two rational numbers.
- Similarly, the associative property is followed by rational numbers while adding and multiplying.
- So, if a, b, and c are three rational numbers, then a(bc)= (ab)c.
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