Between which two consecutive whole numbers does square root of, 62, end square root
62
62
lie? Fill out the sentence below to justify your answer and use your mouse to drag square root of, 62, end square root
62
62
to an approximately correct location on the number line.
The square root of 62 lies between the whole numbers 7 and 8.
To justify this answer, we can find the square of both 7 and 8:
7^2 = 49
8^2 = 64
Since 62 is between 49 and 64, it is logical to conclude that the square root of 62 is between 7 and 8.
Between which two consecutive whole numbers does square root of, 11, end square root
11
11
lie? Fill out the sentence below to justify your answer and use your mouse to drag square root of, 11, end square root
11
11
to an approximately correct location on the number line.
The square root of 11 lies between the whole numbers 3 and 4.
To justify this answer, we can find the square of both 3 and 4:
3^2 = 9
4^2 = 16
Since 11 is between 9 and 16, it is logical to conclude that the square root of 11 lies between 3 and 4.
To determine between which two consecutive whole numbers the square root of 62 lies, we can calculate its approximate value. The square root of 62 is approximately 7.87 (when rounded to two decimal places).
Therefore, the square root of 62 lies between the whole numbers 7 and 8.
Please note that the position of the square root of 62 on the number line may vary depending on the scale and range of the number line you are using.