To evaluate the statements regarding √9, we first calculate √9:
\[ \sqrt{9} = 3 \]
Now, let's analyze the statements one by one:
-
3 < √9
- This reads as "3 is less than 3", which is false.
-
π > √9
- Since √9 = 3, this reads as "π is greater than 3". This is true because π (approximately 3.14) is indeed greater than 3.
-
π < √9
- This reads as "π is less than 3", which is false.
-
3 > √9
- This reads as "3 is greater than 3", which is also false.
Thus, the only true statement is:
π > √9