Question

If $N$ is the set of all Natural Numbers, $W$ is the set of all Whole Numbers, $Z$ is the set of all Integers, $Q$ is the set of all Rational Numbers, $P$ is the set of all Irrational Numbers, $R$ is the set of all Real Numbers, then choose the correct option(s).

• A. $N\subset Z\subset W\subset R$
• B. $N\subset Z\subset P$
• C. $N\subset Z\subset Q\subset R$
• D. $N\subset W\subset Q\subset R;P\subset R$

Answer 1

Answer: (C), (D)

$N\subset W\subset Q\subset R;P\subset R$

$N$ is the set of all Natural Numbers,
$W$ is the set of all Whole Numbers,
$Z$ is the set of all Integers,
$Q$ is the set of all Rational Numbers,
$P$ is the set of all Irrational Numbers,
$R$ is the set of all Real Numbers.

We know the order, i.e.,
$N\subset W\subset Z\subset Q\subset R;P\subset R$
From this relation, we can choose all the options as correct.