please tell me all the property of rational number?
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A number in form of p/q where p and q both are integers and q is not equal to 0 is called a rational number.
Properties:
1) Every rational no is a real number.
2) It can be represent on imaginary scale called rational number.
3) If rational number is multiplied by rational, result is rational number.
That is all i know...
Hope you will like it...
Properties:
1) Every rational no is a real number.
2) It can be represent on imaginary scale called rational number.
3) If rational number is multiplied by rational, result is rational number.
That is all i know...
Hope you will like it...
Answered by
0
Here is your answer.
(i) Closure property :
The sum of any two rational numbers is always a rational number. This is called ‘Closure property of addition’ of rational numbers. Thus, Q is closed under addition
(ii) Commutative property :
Addition of two rational numbers is commutative.
(iii) Associative property :
Addition of rational numbers is associative.
(iv) Additive identity :
The sum of any rational number and zero is the rational number itself
Hope it helps you.
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(i) Closure property :
The sum of any two rational numbers is always a rational number. This is called ‘Closure property of addition’ of rational numbers. Thus, Q is closed under addition
(ii) Commutative property :
Addition of two rational numbers is commutative.
(iii) Associative property :
Addition of rational numbers is associative.
(iv) Additive identity :
The sum of any rational number and zero is the rational number itself
Hope it helps you.
Plzz mark me as brainliest..
MonarkSingh:
thnx
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