No. Because a irrational number has a repeating pattern.
Answer :
No, Deena is not correct.
Step-by-step explanation:
A real number is called rational number if it can be expressed as [tex]\frac{p}{q}[/tex]
Where, p and q are integers,
Such that, q ≠ 0
Also, a number with repeating or recurring decimal is always a rational number,
Given number,
9.565565556......
By examining the number we found that,
The pattern of recurring is not proceed,
Hence, 9.565565556... has not a repeating pattern,
∴ 9.565565556... is not a rational number.
i.e. Deena is not correct.
