Answer:
√43/8 can not be a rational number. Because the numerator of the fraction is not an integer.
Therefore, option C i.e. irrational is correct.
Explanation:
What is a rational number?
We know that a rational is a number that can be expressed in the form of a fraction p/q of two integers p and q.
Where
- q is a non-zero denominator
Given the number
√43/8
here
- The denominator 8 is an integer but the nominator √43 is not an integer.
So,
√43/8 can not be a rational number. Because the numerator of the fraction is not an integer.
Therefore, option C i.e. irrational is correct.