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

Questions

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. $\sqrt{8+1}$
15. $\sqrt{27+2}$
16. $\sqrt{81-36}$
17. $\sqrt{49+16}$
18. $\sqrt{144-36}$
19. $\sqrt{100+21}$
20. $\sqrt{169-36}$
21. $\sqrt{25+49}$
22. $\sqrt{196-64}$
23. $\sqrt{121+4}$
24. $\sqrt{64+9}$
25. $\sqrt{9+100}$
26. $\sqrt{144-25}$
27. $\sqrt{13^2}$
28. $\sqrt{12^2}$
29. $\sqrt{11^2}$
30. $\sqrt{10^2}$
31. $\sqrt{9^2}$
32. $\sqrt{8^2}$
33. $\sqrt{7^2}$
34. $\sqrt{6^2}$
35. $\sqrt{5^2}$
36. $\sqrt{4^2}$
37. $\sqrt{3^2}$
38. $\sqrt{2^2}$
39. $\sqrt{49+9}$
40. $\sqrt{81-25}$
41. $\sqrt{64+4}$
42. $\sqrt{144-64}$
43. $\sqrt{169-100}$
44. $\sqrt{25+36}$
45. $\sqrt{16+49}$
46. $\sqrt{100+44}$
47. $\sqrt{121-25}$
48. $\sqrt{144-81}$
49. $\sqrt{196-121}$
50. $\sqrt{49+36}$
51. $\sqrt{64+25}$
52. $\sqrt{9+169}$
53. $\sqrt{144-49}$
54. $\sqrt{121-16}$
55. $\sqrt{100+36}$
56. $\sqrt{196-144}$
57. $\sqrt{49+25}$
58. $\sqrt{64+16}$
59. $\sqrt{81-16}$
60. $\sqrt{196-81}$

Would you like me to verify the solutions or provide explanations for any of them?

Related Questions

1. What is the relationship between squares and square roots?
2. How do you simplify square roots that are not perfect squares?
3. Can you explain the difference between rational and irrational square roots?
4. How do you estimate square roots without a calculator?
5. What are some real-life applications of square roots?

Tip:

Always check if a number under the square root is a perfect square before simplifying—it saves time! 😊