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Textbook Questions

Number Name Type Difficulty Marks Description
1. Example problems I Other easy 2 m. Calculate the square number of the given numbers without actual multiplication.
2. Example problems II Other easy 2 m. Calculate the square number of the given numbers without actual multiplication.
3. Example problems III Other hard 1 m. Find the Pythagorean triplets one of whose number is given.
4. Example problems IV Other hard 1 m. Find the Pythagorean triplets one of whose number is given.
5. Exercise problems I Other easy 2 m. Find the unit digit of the squares of the given numbers.
6. Exercise problems II Other easy 2 m. Find the unit digit of the squares of the given numbers.
7. Exercise problems III Other easy 2 m. Find the unit digit of the squares of the given numbers.
8. Exercise problems IV Other easy 2 m. Find the unit digit of the squares of the given numbers.
9. Exercise problems V Other easy 2 m. Find the unit digit of the squares of the given numbers.
10. Exercise problems VI Other easy 0 m. Give the correct reason the given number is not a perfect square.
11. Exercise problems VII Other easy 0 m. Give the correct reason the given number is not a perfect square.
12. Exercise problems VIII Other easy 0 m. Give the correct reason the given number is not a perfect square.
13. Exercise problems IX Other easy 0 m. Give the correct reason the given number is not a perfect square.
14. Exercise problems X Other easy 2 m. Find the squares of the number is odd number or not.
15. Exercise problems XI Other easy 2 m. Find the squares of the number is odd number or not.
16. Exercise problems XII Other easy 2 m. Find the missing terms using the given pattern.
17. Exercise problems XIII Other easy 4 m. Find the unkown term using the given pattern.
18. Exercise problems XIV Other medium 4 m. Find sum of the value of the given without adding find the sum.
19. Exercise problems XV Other medium 2 m. Find sum of the value of the given without adding find the sum.
20. Exercise problems XVI Other medium 2 m. Find the odd numbers of the given sum.
21. Exercise problems XVII Other medium 4 m. To find the numbers between the perfect square numbers.
22. Exercise problems XVIII Other medium 2 m. To find the numbers between the perfect square numbers.
23. Exercise problems XIX Other easy 1 m. Calculate the square number of the given numbers without actual multiplication.
24. Exercise problems XX Other easy 1 m. Calculate the square number of the given numbers without actual multiplication.
25. Exercise problems XXI Other easy 4 m. Calculate the square number of the given numbers without actual multiplication.
26. Exercise problems XXII Other easy 2 m. Calculate the square number of the given numbers without actual multiplication.
27. Exercise problems XXIII Other hard 3 m. Find the Pythagorean triplets one of whose number is given.
28. Exercise problems XXIV Other hard 3 m. Find the Pythagorean triplets one of whose number is given.
29. Exercise problems XXV Other hard 3 m. Find the Pythagorean triplets one of whose number is given.
30. Exercise problems XXVI Other hard 3 m. Find the Pythagorean triplets one of whose number is given.
31. Exemplar Example Problems I Other easy 1 m. To choose which of the squares of the number is odd.
32. Exemplar Example Problems II Other easy 1 m. To choose which of the following will have 1 at its units place.
33. Exemplar Exercise Problems III Other medium 1 m. To find the numbers between the perfect square numbers.
34. Exemplar Exercise Problems VI Other easy 1 m. Choose the given number is not a perfect square.
35. Exemplar Example Problems V Other easy 2 m. To choose which of a perfect square can never end the one digit.
36. Exemplar Example Problems VI Other easy 2 m. Find the square of given decimal numbers using the steps given in theory.
37. Exemplar Example Problems VII Other easy 1 m. Find the unit place of the square value.
38. Exemplar Example Problems VIII Other easy 2 m. To determine the given statement is true or false.
39. Exemplar Example Problems IX Other medium 1 m. To determine the given statement is true or false using sum of consecutive odd integers.
40. Exemplar Example Problems X Other easy 2 m. Use the square of the number.
41. Exemplar Example Problems XI Other hard 3 m. Find the Pythagorean triplets one of whose number is given.
42. Exemplar Example Problems XII Other hard 1 m. Find the Pythagorean triplets one of whose number is given.
43. Exemplar Example Problems XIII Other hard 3 m. Find the smallest number which divides the given number to get a perfect square.
44. Exemplar Exercise Problems I Other hard 2 m. Choose the correct answer using a square of the numbers.
45. Exemplar Exercise problems II Other easy 2 m. Choose the correct answer using the unit digit of the squares of the given numbers.
46. Exemplar Exercise problems III Other medium 2 m. Choose the correct answer using the numbers between the perfect square numbers.
47. Exemplar Exercise problems VI Other medium 2 m. Choose the correct answer using Pythagorien triplet.
48. Exemplar Exercise problems V Other medium 2 m. Choose the correct answer using the sum of n odd natural numbers.
49. Exemplar Exercise problems VI Other medium 2 m. Choose the correct answer using following pattern.
50. Exemplar Exercise problems VII Other medium 2 m. Choose the correct answer using ending digit of the perfect square.
51. Exemplar Exercise problems VIII Other medium 2 m. Find the answer using the concept of ending digit of the square number.
52. Exemplar Exercise problems IX Other medium 2 m. Find the answer using the concept of decimal of the square number.
53. Exemplar Exercise problems X Other medium 2 m. Find the answer using the concept of decimal of the square number and the sum of the odd natural number.
54. Exemplar Exercise problems XI Other medium 3 m. Find the answer using the square concept.
55. Exemplar Exercise problems XII Other medium 1 m. Find the least number multiplied by the perfect square.
56. Exemplar Exercise problems XIII Other medium 2 m. To determine the given statement is true or false using the square of the given number.
57. Exemplar Exercise problems XIV Other medium 2 m. To determine the given statement is true or false using the square of the given number.
58. Exemplar Exercise problems XV Other medium 2 m. To determine the given statement is true or false using the square of the decimal number.
59. Exemplar Exercise problems XVI Other hard 2 m. To determine the given statement is true or false using the number of natural number between the square of the numbers.
60. Exemplar Exercise problems XVII Other hard 2 m. To determine the given statement is true or false using the number of natural number between the square of the numbers.
61. Exemplar Exercise problems XVIII Other hard 2 m. To determine the given statement is true or false using the pythagorean triplet and end digit of the square number.
62. Exemplar Exercise problems XIX Other medium 14 m. To find the value using perfect square and sum of odd integers.
63. Exemplar Exercise problems XX Other medium 0 m. Show that the given number is perfect square or not.
64. Exemplar Exercise problems XXI Other easy 1 m. To find the given number is perfect square or not using prime factorisation method.
65. Exemplar Exercise problems XXII Other easy 1 m. To find the given number is perfect square or not using prime factorisation method.
66. Exemplar Exercise problems XXIII Other easy 2 m. To find the given number is perfect square or not using prime factorisation method.
67. Exemplar Exercise problems XXIV Other easy 2 m. To find the square of the given number using distribution law.
68. Exemplar Exercise problems XXV Other easy 4 m. To find whether the sides form a triangle or not, use a Pythagorean triplet.
69. Exemplar Exercise problems XXVI Other easy 1 m. Find the least number multiplied by the perfect square.
70. Exemplar Exercise problems XXVII Other easy 6 m. Find the pythagorean triplet.
71. Exemplar Exercise problems XXVIII Other hard 4 m. Find the area of the square field using square of the given number.
72. Exemplar Exercise problems XXIX Other hard 2 m. To find the length of the carpet.
73. Exemplar Exercise problems XXX Other hard 1 m. To find the length of the carpet.
74. Exemplar Exercise problems XXXI Other medium 1 m. To find the smallest square number divisible by the given number.
75. Exemplar Exercise problems XXXII Other hard 5 m. To find the strange pair of the numbers.
76. Exemplar Exercise problems XXXIII Other medium 2 m. To find the greatest three digits perfecr square number
77. Exemplar Exercise problems XXXIV Other medium 3 m. To find the least four digit perfect square number.
78. Exemplar Exercise problems XXXV Other hard 3 m. To find the least square number which is exactly divisible by the given numbers.

Periodic assessments

Number Name Recomended time: Difficulty Marks Description
1. Homework I 00:20:00 easy 8 m.
2. Homework II 00:20:00 medium 6 m.
3. Homework III 00:20:00 medium 10 m.
4. Homework IV 00:20:00 medium 19 m.
5. Homework V 00:20:00 medium 7 m.
6. Homework VI 00:20:00 hard 8 m.
7. Homework VII 00:20:00 medium 6 m.
8. Homework VIII 00:20:00 medium 9 m.
9. Homework IX 00:20:00 hard 7 m.
10. Homework X 00:20:00 hard 9 m.
11. Homework XI 00:20:00 hard 6 m.
12. Homework XII 00:20:00 hard 11 m.
13. Homework XIII 00:20:00 hard 12 m.
14. Homework XIV 00:20:00 hard 11 m.
15. Homework XV 00:20:00 hard 5 m.
16. Homework XVI 00:20:00 hard 7 m.
17. Homework XVII 00:20:00 hard 12 m.
18. Homework XVIII 00:20:00 easy 7 m.
19. Revision test I 00:20:00 easy 4 m.
20. Revision test II 00:20:00 easy 4 m.
21. Revision test III 00:20:00 easy 9 m.
22. Revision test IV 00:20:00 medium 6 m.
23. Revision test V 00:20:00 medium 8 m.