Question

All surds are irrational but not all irrational numbers are surds. True/False.

• A. True
• B. False

Answer 1

The correct option is B

False

A surd is the irrational root of an integer. It can be expressed as $\sqrt[n]{nx}$.

It is defined that all surds are irrational but not all irrational numbers are surds(eg:- $\pi$,e).

So, the given statement is false.