Question

Which among the following is false about rational numbers?
Options
O Can be represented in form where p and q are integers and q=0
They can be terminating decimal numbers
DOO
They can be non-terminating and recurring decimal numbers
O None of these​

Answer 1

Vague option:-

A. Can be represented in form where p and q are integers and $q = 0$.

User, these are the characteristics of rational numbers:-

• Can be expressed in form of $\dfrac{p}{q}$ where $(p,q) \in Z$ and $q \neq 0$.
• Can be represented in the number line.
• Can be terminating or non terminating.
• Decimal representation can be recurring or repeating.
• Cannot be non terminating non repeating.

More:

$Q \in R$.

@knecto09

Answer 2

none of these this could not be possible