Here are 60 square root questions where the answers range from 2 to 13:

1. $\sqrt{4} = ?$

2. $\sqrt{9} = ?$

3. $\sqrt{16} = ?$

4. $\sqrt{25} = ?$

5. $\sqrt{36} = ?$

6. $\sqrt{49} = ?$

7. $\sqrt{64} = ?$

8. $\sqrt{81} = ?$

9. $\sqrt{100} = ?$

10. $\sqrt{121} = ?$

11. $\sqrt{9} = ?$

12. $\sqrt{49} = ?$

13. $\sqrt{81} = ?$

14. $\sqrt{64} = ?$

15. $\sqrt{100} = ?$

16. $\sqrt{25} = ?$

17. $\sqrt{16} = ?$

18. $\sqrt{36} = ?$

19. $\sqrt{4} = ?$

20. $\sqrt{121} = ?$

21. $\sqrt{64} = ?$

22. $\sqrt{16} = ?$

23. $\sqrt{49} = ?$

24. $\sqrt{100} = ?$

25. $\sqrt{81} = ?$

26. $\sqrt{25} = ?$

27. $\sqrt{121} = ?$

28. $\sqrt{36} = ?$

29. $\sqrt{9} = ?$

30. $\sqrt{4} = ?$

31. $\sqrt{81} = ?$

32. $\sqrt{49} = ?$

33. $\sqrt{16} = ?$

34. $\sqrt{64} = ?$

35. $\sqrt{100} = ?$

36. $\sqrt{121} = ?$

37. $\sqrt{36} = ?$

38. $\sqrt{9} = ?$

39. $\sqrt{25} = ?$

40. $\sqrt{4} = ?$

41. $\sqrt{16} = ?$

42. $\sqrt{81} = ?$

43. $\sqrt{49} = ?$

44. $\sqrt{100} = ?$

45. $\sqrt{25} = ?$

46. $\sqrt{36} = ?$

47. $\sqrt{64} = ?$

48. $\sqrt{9} = ?$

49. $\sqrt{121} = ?$

50. $\sqrt{4} = ?$

51. $\sqrt{64} = ?$

52. $\sqrt{49} = ?$

53. $\sqrt{100} = ?$

54. $\sqrt{121} = ?$

55. $\sqrt{81} = ?$

56. $\sqrt{36} = ?$

57. $\sqrt{25} = ?$

58. $\sqrt{9} = ?$

59. $\sqrt{16} = ?$

60. $\sqrt{4} = ?$

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Would you like any of these solutions explained, or do you have any other questions? Here are some related questions:

1. What is the relationship between perfect squares and square roots?
2. How can you simplify a square root if it's not a perfect square?
3. What is the square root of a negative number, and how do we deal with it?
4. Can square roots be applied in real-world problems, like physics or engineering?
5. What are square roots of fractional or decimal numbers?

Tip: To find the square root of non-perfect squares, you can use estimation methods or a calculator, but understanding how square roots work with perfect squares helps in simplifying those calculations!