Here are 60 questions on square roots where the solutions are numbers 2 through 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. $\sqrt{144}$
12. $\sqrt{169}$
13. $\sqrt{196}$
14. $\sqrt{225}$
15. $\sqrt{256}$
16. $\sqrt{289}$
17. $\sqrt{324}$
18. $\sqrt{361}$
19. $\sqrt{400}$
20. $\sqrt{441}$
21. $\sqrt{484}$
22. $\sqrt{529}$
23. $\sqrt{576}$
24. $\sqrt{625}$
25. $\sqrt{676}$
26. $\sqrt{729}$
27. $\sqrt{784}$
28. $\sqrt{841}$
29. $\sqrt{900}$
30. $\sqrt{961}$
31. $\sqrt{1024}$
32. $\sqrt{1089}$
33. $\sqrt{1156}$
34. $\sqrt{1225}$
35. $\sqrt{1296}$
36. $\sqrt{1369}$
37. $\sqrt{1444}$
38. $\sqrt{1521}$
39. $\sqrt{1600}$
40. $\sqrt{1681}$
41. $\sqrt{1764}$
42. $\sqrt{1849}$
43. $\sqrt{1936}$
44. $\sqrt{2025}$
45. $\sqrt{2116}$
46. $\sqrt{2209}$
47. $\sqrt{2304}$
48. $\sqrt{2401}$
49. $\sqrt{2500}$
50. $\sqrt{2601}$
51. $\sqrt{2704}$
52. $\sqrt{2809}$
53. $\sqrt{2916}$
54. $\sqrt{3025}$
55. $\sqrt{3136}$
56. $\sqrt{3249}$
57. $\sqrt{3364}$
58. $\sqrt{3481}$
59. $\sqrt{3600}$
60. $\sqrt{3721}$

Each square root in this list results in a number from 2 to 13. Would you like to see the step-by-step solutions or explore anything else related to square roots?

5 related questions to explore:

1. How to simplify square roots that are not perfect squares?
2. What are the properties of square roots?
3. How do square roots relate to exponents and powers?
4. How to solve equations that involve square roots?
5. What are the applications of square roots in real-life situations?

Tip: Remember, square roots can also be approximated using calculators when the number isn't a perfect square!