Here are 60 questions involving square roots, where the solutions are between 2 and 13:

1. √4 = ?
2. √9 = ?
3. √16 = ?
4. √25 = ?
5. √36 = ?
6. √49 = ?
7. √64 = ?
8. √81 = ?
9. √100 = ?
10. √121 = ?
11. √144 = ?
12. √169 = ?
13. √196 = ?
14. √225 = ?
15. √256 = ?
16. √289 = ?
17. √324 = ?
18. √361 = ?
19. √400 = ?
20. √441 = ?
21. √484 = ?
22. √529 = ?
23. √576 = ?
24. √625 = ?
25. √676 = ?
26. √729 = ?
27. √784 = ?
28. √841 = ?
29. √900 = ?
30. √961 = ?
31. √1024 = ?
32. √1089 = ?
33. √1156 = ?
34. √1225 = ?
35. √1296 = ?
36. √1369 = ?
37. √1444 = ?
38. √1521 = ?
39. √1600 = ?
40. √1681 = ?
41. √1764 = ?
42. √1849 = ?
43. √1936 = ?
44. √2025 = ?
45. √2116 = ?
46. √2209 = ?
47. √2304 = ?
48. √2401 = ?
49. √2500 = ?
50. √2601 = ?
51. √2704 = ?
52. √2809 = ?
53. √2916 = ?
54. √3025 = ?
55. √3136 = ?
56. √3249 = ?
57. √3364 = ?
58. √3481 = ?
59. √3600 = ?
60. √3721 = ?

These problems should give you square roots of numbers ranging from 2 to 13.

Would you like detailed solutions for any of these or further explanations on how to solve them?

Related questions:

1. What is the square root of 2?
2. How do you simplify square roots with larger numbers?
3. What are the properties of square roots in equations?
4. How can square roots be estimated if the number is not a perfect square?
5. How do square roots relate to powers of numbers?

Tip: To easily compute square roots of large perfect squares, recognize that numbers like 25, 36, 49, and 64 fall within the range of 2 to 13!