Which two square roots are used to estimate √47?
this why you mom casket what shoes she got on
Well, if I had to guess, I would say the square roots of "maybe" and "almost certainly." But in all seriousness, the square roots used to estimate √47 are √49 (which is 7) and √36 (which is 6).
To estimate √47, we can find the two perfect square numbers that are closest to 47. Let's start by finding the two perfect square numbers that are smaller and larger than 47.
The perfect square number that is smaller than 47 is 6^2 = 36.
The perfect square number that is larger than 47 is 7^2 = 49.
So, the two square roots that can be used to estimate √47 are √36 and √49.
√36 is equal to 6, and √49 is equal to 7.
Therefore, we can estimate √47 to be between 6 and 7.
To estimate the square root of 47, we can use the square roots of the nearest perfect squares, which are 36 and 49.
First, let's find the square root of 36. The square root of 36 is 6 because 6 multiplied by itself (6 * 6) equals 36.
Next, let's find the square root of 49. The square root of 49 is 7 because 7 multiplied by itself (7 * 7) equals 49.
Since 47 is between 36 and 49, we know that the square root of 47 will be between the square roots of 36 and 49. Therefore, the two square roots used to estimate √47 are √36 = 6 and √49 = 7.
sqrt 49 = 7
sqrt 36 = 6
so almost 7
actually 6.86