Question

write the set Q of rational numbers in the property form

Answer 1

Q= set of real numbers - set of irrational numbers ....
which gives rational number set...
rational number will be in the form of p/q

Answer 2

Answer:

Property form of set of rational number Q is given by :

$Q=\{\frac{p}{q}:\text{where p,q }\in Z\text{ and q }\neq 0\}$

Step-by-step explanation:

The rational numbers can be expressed in the form of fraction : p by q

where q cannot be 0 , p and q both are integers.

Hence the representation of the set Q of rational  numbers in the property form is represented by :

$Q=\{\frac{p}{q}:\text{where p,q }\in Z\text{ and q }\neq 0\}$

Hence, this is the property form or the set builder notation of the set of rational numbers Q.