In between two rational number there is/are:

The product of a rational and an irrational numbers is:

The decimal expansion of an irrational number may be:

\(
\text { Can we write } 0 \text { in the form of } \mathbf{p} / \mathbf{q} \text { ? }
\)

Every rational number is:

\(
\sqrt{9} \text { is a number. }
\)

\(
\text { What would be the denominator after rationalizing } 7 /(5 \sqrt{3}-5 \sqrt{2}) \text { ? }
\)

\(
\text { The value of } \sqrt[4]{(16)^{-2}} \text { is: }
\)

Which of the following is irrational?

\(
\sqrt{12} X \sqrt{15} \text { is equal to: }
\)