Respuesta :
The sqrt(30) is between the sqrt(25)=5 and sqrt(36)=6.
The two consecutive whole numbers around sqrt(30) are 5 and 6
The two consecutive whole numbers that square root 30 lies between is 5 and 6.
Given that,
- The square root is 30.
- We need to find two consecutive whole numbers.
Based on the above information, the calculation is as follows:
As we know that
- The square of 25 is 5.
- And, the square of 36 is 6.
So, it is lies between 30.
Therefore we can conclude that the two consecutive whole numbers that square root 30 lies between is 5 and 6.
Learn more: brainly.com/question/17429689