Answer:


Explanation:
To estimate the square root of 14, we will look for numbers that have squared values nearest to the number 14.
We can think of 9 (square of 3) and 16 (square of 4) as the two nearest possible values to 14 so we can write it as:


Similarly, tp estimate the square root of 67, we can think of 64 (square of 8) and 81 (square of 9) to be the nearest values to 67.

