To find an integer close to the square root of 9/4, we can start by finding the square root of 9/4.
√(9/4) = √(9)/√(4) = 3/2.
Since 3/2 is not an integer, we can consider the integers around it, such as 1 and 2.
The square root of 9/4 is close to the integer 2.
9/4 is close to the square root of what interger?
3 answers
thats wrong?
Apologies for the incorrect response. Let's recalculate.
To find an integer close to the square root of 9/4, we can start by finding the square root of 9/4.
√(9/4) = √(9)/√(4) = 3/2.
Since 3/2 is not an integer, let's try a different approach.
We can find the square root of 9/4 as follows:
√(9/4) = √(9)/√(4) = 3/2.
Therefore, the square root of 9/4 is indeed 3/2, which is not an integer.
To find an integer close to the square root of 9/4, we can start by finding the square root of 9/4.
√(9/4) = √(9)/√(4) = 3/2.
Since 3/2 is not an integer, let's try a different approach.
We can find the square root of 9/4 as follows:
√(9/4) = √(9)/√(4) = 3/2.
Therefore, the square root of 9/4 is indeed 3/2, which is not an integer.