The Square root of 50 lies between what two integer values?
The square root of 50 = 7.0710678118654755 so does it lie between 6 and 8 or 7 and 8??
Thanks
why don't you understand?I still don't understand. Which two consecutive integers does square root of 50 lie between?
The question asked the square root of 50 lies between which two integer values.
the square root of 50 is 7.07. so rephrase the question. 7.07 lies between which two integer values.
well it's greater than 7 and lesser than 8.
so it lies between 7 and 8.
Are you serious? you get $\displaystyle 7^2$ and $\displaystyle 8^2$ by multiplying! $\displaystyle 7^2= (7)(7)= 49$ and $\displaystyle 8^2= (8)(8)= 64$
I also know that $\displaystyle 12^2= (12)(12)= 144< 150$ and that $\displaystyle 13^2= (13)(13)= 169> 150$. Since 150 lies between 144 and 169, its square root lies between 12 and 13.
As Captain Black pointed out, You can pick any integer whose square is less than 150 and any (positive) integer whose square is larger than 150 and say that the square root of 150 lies between them. But because you specifically asked "what two integers", it was clear that you wanted a single answer and the most reasonable interpretation of that is the two integers closest to that square root.