The �ã61 (square root of 61) is between what two whole numbers?I am a little bit losed when coming up with the answer can I trouble you for some help.
Find the two closest squares to 61 which is 64 and 49, so you know it has to be between the whole numbers 8 and 7.
Sure, I can help you with that. To determine the two whole numbers between which the square root of 61 lies, we can calculate the square root of 61 and then find the whole numbers on either side of it.
The square root of 61 is approximately 7.81.
Now let's find the whole numbers on either side of 7.81.
The largest whole number smaller than 7.81 is 7, and the smallest whole number larger than 7.81 is 8.
Therefore, the square root of 61 lies between the whole numbers 7 and 8.
Of course! I'll be happy to help you find the two whole numbers between which the square root of 61 lies.
To start, let's try to find the closest smaller and larger perfect squares of 61. The closest smaller perfect square is 49 (7^2), and the closest larger perfect square is 64 (8^2).
Since 61 falls between 49 and 64, we can assume that the square root of 61 falls between the square roots of those two numbers. The square root of 49 is 7, and the square root of 64 is 8.
Therefore, the square root of 61 must be between 7 and 8, inclusive. This means the two whole numbers between which the square root of 61 lies are 7 and 8.
So, the answer to your question is: The square root of 61 is between the numbers 7 and 8.
My simple calculator shows the square root of 61 = 7.81
What are the two whole numbers before and after 7.81?