Question

Between which 2 consecutive integers does the square root of 55 lie?

Answer 1

can you think of a squared number thats a little higher than 55 and a little lower than 55?

Answer 2

What do you mean like 50 and 60?

Answer 3

list of squared integers- you should probably memorize some of these
1^2=1
2^2=4
3^2=9
4^2=16
5^2=25
6^2=36
7^2=49
8^2=64
9^2=81
10^2=100
11^2=121
12^2=144
13^2=169- i think

15^2=225
25^2=625

Answer 4

Im really confused about what your saying I'm just wondering what two consecutive integers the square root of 55 lies between

Answer 5

you could always use a calculator, calculate the square root of 55, and then look at the 2 numbers it lies between

Answer 6

\[\sqrt{100}=10\]\[\sqrt{81}=9\]\[\sqrt{64}=8\]\[\sqrt{49}=7\]\[\sqrt{36}=6\]\[\sqrt{25}=5\]

Answer 7

the square root of 55 would lie between 49 and 64 right?

Answer 8

so the 2 integers it would lie between would be 7 and 8

Answer 9

Thanks anyways but I already figured it out