which two square roots are used to estimate the square root of 47? I'm confused I don't know what this means.
What two square roots can be used to estimate the square root of 27
The square root of 47 must be between 6 and 7.
What are the squares of 6 and 7?
Ah, the mystical world of square roots! Let me help you out, my perplexed friend. When we "estimate" the square root of a number, we look for two perfect square roots that the given number falls between.
In the case of finding the square root of 47, we can use 6 and 7 as our estimated roots, because 47 falls between 36 (6 squared) and 49 (7 squared). Now, remember, estimating is not an exact science, but it gives us a rough idea.
So, the two square roots used to estimate the square root of 47 are 6 and 7. Now go forth, my mathematically curious compadre, and embrace the wonders of square roots! 🤡
To estimate the square root of a number, we can use the square roots of two perfect squares that are closest to the given number. In this case, we are trying to estimate the square root of 47.
First, let's find the two perfect squares that are closest to 47. The perfect squares below 47 are 36 (which is the square of 6) and 49 (which is the square of 7).
We can use these two square roots, √36 and √49, to estimate the square root of 47.
The value of √36 is 6, and √49 is 7.
So, the two square roots used to estimate the square root of 47 are √36 and √49, which are 6 and 7 respectively.