Find consecutive integers between which the square root lies.
\[\sqrt{111}\]
these r my choices 20 and 22 10 and 11 5 and 6 4 and 5
Why not experiment by finding the squares of several integers? Look for squares that are just larger than 111 or just smaller than 111. For example, the square of 8 is 64, but 64 is a lot smaller than 111, isn't it? Another ex.: the square of 12 is 144, but that's a lot larger than 111, isn't it? So, 8 is too small and 12 too large. Try again: choose the next consecutive integer following 8 and the previous consecutive integer preceding 12. Eventually you will find the 2 consecutive integers between which Sqrt(111) lies. Good luck.
@jjuden ?
what
I'm hoping that you'll finish this problem.
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