Which statement is true for the division of rational numbers
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Answer:
It follows closure property.
it is the inverse of multiplication
It follows associative property.
it can be performed by 0.
THESE ALL STATEMENT ARE TRUE FOR THE DIVISION OF THE RATIONAL NUMBER
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Answer:
A rational number is any such number that can be represented as a quotient or a fraction of two integers in which the denominator is not .
Step-by-step explanation:
In order to divide rational numbers, we
- The rational number should be expressed in the form of a fraction.
- If the signs of the dividend (numerator) and divisor (denominator) is the same then the resulting quotient will be positive.
- If the signs of the dividend and the divisor is different then the resulting quotient will be negative.
Understanding rational numbers are important as it helps in real-life situations.
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