If you calculate those square roots, you can count the integers in between pretty fast.
There are infinitely many numbers. Amongst them are4.980000000000000000001, 4.980000000000000000001200000003, sqrt(24.8005).
The square root of 67 is between the whole numbers 8 and 9. This is because (8^2 = 64) and (9^2 = 81), so (8 < \sqrt{67} < 9).
The square root of 5 is between the whole numbers 2 and 3. This is because (2^2 = 4) and (3^2 = 9), indicating that (2 < \sqrt{5} < 3).
There are no rational numbers between sqrt(-26) and sqrt(-15). The interval comprises purely imaginary numbers.
There are infinitely many such numbers. One such is sqrt(1000) = approx 31.62
0 and 1 are consecutive whole numbers that lie between -sqrt(124) and +sqrt(124).
There are many. One example is -sqrt(175) < -3 < -2 < +sqrt(175)
10 and 11 sqrt 100 =10 sqrt 121 = 11
sqrt(13) = 3.6... so it lies between 3 and 4.
There are infinitely many irrational numbers between sqrt(2) and sqrt(3).
Examples of such numbers are 49, where sqrt(49) = 7, 81, where sqrt(81) = 9. Such numbers are called square numbers.
The numbers are -14 which is closest to -sqrt(192) and 14 which is closest to sqrt(192).
There are infinitely many numbers. Amongst them are4.980000000000000000001, 4.980000000000000000001200000003, sqrt(24.8005).
The square root of 5 is between the whole numbers 2 and 3. This is because (2^2 = 4) and (3^2 = 9), indicating that (2 < \sqrt{5} < 3).
The square root of 67 is between the whole numbers 8 and 9. This is because (8^2 = 64) and (9^2 = 81), so (8 < \sqrt{67} < 9).
sqrt(2), sqrt(3)
sqrt(2.31 and sqrt(2.4)