Page 1 CBSE VII | Mathematics Sample Paper 2 CBSE Board Class VII Mathematics Term I Sample Paper 1 Time: 2 ½ hours Total Marks: 80 General Instructions: 1. All questions are compulsory. 2. Section A comprises of 12 questions carrying 1 mark each. 3. Section B comprises of 12 questions carrying 2 marks each. 4. Section C comprises of 8 questions carrying 3 marks each. 5. Section D comprises of 5 questions carrying 4 marks each. Section A (Questions 1 to 12 carry 1 mark each) 1. -5 + 9 + (-5) + (-10) + (1) is equal to A. 13 B. -13 C. -10 D. 10 2. 0.2 × 0.2 = A. 0.4 B. 0.04 C. 0.004 D. 4.0 3. The mode of following data is 14, 11, 12, 13, 11, 12, 11 A. 14 B. 11 C. 12 D. 13 4. The linear equation ? p q 3 can be written in statement form as A. 3 times p is q B. One third of p is q C. q times p is 3 D. One ninth of q is p Page 2 CBSE VII | Mathematics Sample Paper 2 CBSE Board Class VII Mathematics Term I Sample Paper 1 Time: 2 ½ hours Total Marks: 80 General Instructions: 1. All questions are compulsory. 2. Section A comprises of 12 questions carrying 1 mark each. 3. Section B comprises of 12 questions carrying 2 marks each. 4. Section C comprises of 8 questions carrying 3 marks each. 5. Section D comprises of 5 questions carrying 4 marks each. Section A (Questions 1 to 12 carry 1 mark each) 1. -5 + 9 + (-5) + (-10) + (1) is equal to A. 13 B. -13 C. -10 D. 10 2. 0.2 × 0.2 = A. 0.4 B. 0.04 C. 0.004 D. 4.0 3. The mode of following data is 14, 11, 12, 13, 11, 12, 11 A. 14 B. 11 C. 12 D. 13 4. The linear equation ? p q 3 can be written in statement form as A. 3 times p is q B. One third of p is q C. q times p is 3 D. One ninth of q is p CBSE VII | Mathematics Sample Paper 2 5. Number of acute angles in the following figure is A. 2 B. 1 C. 4 D. 3 6. In the adjoining figure, if AB = PQ and BC = CQ, then find the measure of angle CPQ. A. 80 o B. 90 o C. 30 o D. 60 o 7. 25 × (-99) can be written as A. 25 ? (-100) + 25 ? 1 B. 25 ? (100) + 25 ? 1 C. 25 ? (100) - 25 ? 1 D. 25 ? (-100) - 25 ? 1 8. If 12.543 is distributed in 100 parts, then each part equals A. 125.43 B. 1254.3 C. 1.2543 D. 0.12543 9. If on adding 9 to twice of a whole number gives 31, then the whole number is A. 21 B. 16 C. 11 D. 7 Page 3 CBSE VII | Mathematics Sample Paper 2 CBSE Board Class VII Mathematics Term I Sample Paper 1 Time: 2 ½ hours Total Marks: 80 General Instructions: 1. All questions are compulsory. 2. Section A comprises of 12 questions carrying 1 mark each. 3. Section B comprises of 12 questions carrying 2 marks each. 4. Section C comprises of 8 questions carrying 3 marks each. 5. Section D comprises of 5 questions carrying 4 marks each. Section A (Questions 1 to 12 carry 1 mark each) 1. -5 + 9 + (-5) + (-10) + (1) is equal to A. 13 B. -13 C. -10 D. 10 2. 0.2 × 0.2 = A. 0.4 B. 0.04 C. 0.004 D. 4.0 3. The mode of following data is 14, 11, 12, 13, 11, 12, 11 A. 14 B. 11 C. 12 D. 13 4. The linear equation ? p q 3 can be written in statement form as A. 3 times p is q B. One third of p is q C. q times p is 3 D. One ninth of q is p CBSE VII | Mathematics Sample Paper 2 5. Number of acute angles in the following figure is A. 2 B. 1 C. 4 D. 3 6. In the adjoining figure, if AB = PQ and BC = CQ, then find the measure of angle CPQ. A. 80 o B. 90 o C. 30 o D. 60 o 7. 25 × (-99) can be written as A. 25 ? (-100) + 25 ? 1 B. 25 ? (100) + 25 ? 1 C. 25 ? (100) - 25 ? 1 D. 25 ? (-100) - 25 ? 1 8. If 12.543 is distributed in 100 parts, then each part equals A. 125.43 B. 1254.3 C. 1.2543 D. 0.12543 9. If on adding 9 to twice of a whole number gives 31, then the whole number is A. 21 B. 16 C. 11 D. 7 CBSE VII | Mathematics Sample Paper 2 10. What is the difference between the measures of a straight angle and a right angle? E. 45 o F. 60 o G. 100 o H. 90 o 11. In the figure given below, name the parts of the triangles that can be used to prove the congruence of the two triangles. E. F. G. H. 12. The first step that we will use to separate variables and constants in the linear equation 2x + 3 = 7 is A. Transposing 3 to RHS B. Transposing 7 to LHS C. Diving both sides by 2 D. Multiplying both sides with 3 Section B (Questions 13 to 24 carry 2 marks each) 13. A bag has 12 balls colored yellow, blue, green and red. The number of balls of each colour is the same. A ball is drawn from the bag. Calculate the probability of drawing a yellow ball, a blue ball, a green ball and a red ball. 14. Write the linear equation for the following statement: "5 added to three-fifth of a number gives 14 3 " Hence, find the number. 15. If a = -8, b = -7, c = 6, then verify that (a + b) + c = a + (b + c). 16. Add the following: 3.25, 0.075 and 5 Page 4 CBSE VII | Mathematics Sample Paper 2 CBSE Board Class VII Mathematics Term I Sample Paper 1 Time: 2 ½ hours Total Marks: 80 General Instructions: 1. All questions are compulsory. 2. Section A comprises of 12 questions carrying 1 mark each. 3. Section B comprises of 12 questions carrying 2 marks each. 4. Section C comprises of 8 questions carrying 3 marks each. 5. Section D comprises of 5 questions carrying 4 marks each. Section A (Questions 1 to 12 carry 1 mark each) 1. -5 + 9 + (-5) + (-10) + (1) is equal to A. 13 B. -13 C. -10 D. 10 2. 0.2 × 0.2 = A. 0.4 B. 0.04 C. 0.004 D. 4.0 3. The mode of following data is 14, 11, 12, 13, 11, 12, 11 A. 14 B. 11 C. 12 D. 13 4. The linear equation ? p q 3 can be written in statement form as A. 3 times p is q B. One third of p is q C. q times p is 3 D. One ninth of q is p CBSE VII | Mathematics Sample Paper 2 5. Number of acute angles in the following figure is A. 2 B. 1 C. 4 D. 3 6. In the adjoining figure, if AB = PQ and BC = CQ, then find the measure of angle CPQ. A. 80 o B. 90 o C. 30 o D. 60 o 7. 25 × (-99) can be written as A. 25 ? (-100) + 25 ? 1 B. 25 ? (100) + 25 ? 1 C. 25 ? (100) - 25 ? 1 D. 25 ? (-100) - 25 ? 1 8. If 12.543 is distributed in 100 parts, then each part equals A. 125.43 B. 1254.3 C. 1.2543 D. 0.12543 9. If on adding 9 to twice of a whole number gives 31, then the whole number is A. 21 B. 16 C. 11 D. 7 CBSE VII | Mathematics Sample Paper 2 10. What is the difference between the measures of a straight angle and a right angle? E. 45 o F. 60 o G. 100 o H. 90 o 11. In the figure given below, name the parts of the triangles that can be used to prove the congruence of the two triangles. E. F. G. H. 12. The first step that we will use to separate variables and constants in the linear equation 2x + 3 = 7 is A. Transposing 3 to RHS B. Transposing 7 to LHS C. Diving both sides by 2 D. Multiplying both sides with 3 Section B (Questions 13 to 24 carry 2 marks each) 13. A bag has 12 balls colored yellow, blue, green and red. The number of balls of each colour is the same. A ball is drawn from the bag. Calculate the probability of drawing a yellow ball, a blue ball, a green ball and a red ball. 14. Write the linear equation for the following statement: "5 added to three-fifth of a number gives 14 3 " Hence, find the number. 15. If a = -8, b = -7, c = 6, then verify that (a + b) + c = a + (b + c). 16. Add the following: 3.25, 0.075 and 5 CBSE VII | Mathematics Sample Paper 2 17. Is it possible to have a triangle with the sides having following lengths? 5 cm, 3 cm, 4 cm 18. In the figure below, lines m and p are parallel; t is a transversal. If o a 57 , then find z. ? ? ? 19. Calculate median and mode for following data: 23, 45, 46, 12, 34, 87, 78, 12, 65, 33, 19, 34, 55, 67, 81, 12, 56, 98, 11, 49, 50 20. Find the value of the following expression using suitable property: 725 × (-35) + (-725) × 65 21. Mala finished drinking a glass of milk in 7 8 minutes while Varun took 9 16 minutes to drink the same amount of milk. Who took longer time and by how much? 22. What will you get on subtracting -134 from the sum of 38 and -87? 23. In a factory, 9.2 kilograms of pumpkin pie filling is made per minute. How many kilograms of pie filling will be made in 6 minutes? 24. Write the following equations in statement form: (a) 6n + 4 = 10 (b) y 7 - 3 = 9 Page 5 CBSE VII | Mathematics Sample Paper 2 CBSE Board Class VII Mathematics Term I Sample Paper 1 Time: 2 ½ hours Total Marks: 80 General Instructions: 1. All questions are compulsory. 2. Section A comprises of 12 questions carrying 1 mark each. 3. Section B comprises of 12 questions carrying 2 marks each. 4. Section C comprises of 8 questions carrying 3 marks each. 5. Section D comprises of 5 questions carrying 4 marks each. Section A (Questions 1 to 12 carry 1 mark each) 1. -5 + 9 + (-5) + (-10) + (1) is equal to A. 13 B. -13 C. -10 D. 10 2. 0.2 × 0.2 = A. 0.4 B. 0.04 C. 0.004 D. 4.0 3. The mode of following data is 14, 11, 12, 13, 11, 12, 11 A. 14 B. 11 C. 12 D. 13 4. The linear equation ? p q 3 can be written in statement form as A. 3 times p is q B. One third of p is q C. q times p is 3 D. One ninth of q is p CBSE VII | Mathematics Sample Paper 2 5. Number of acute angles in the following figure is A. 2 B. 1 C. 4 D. 3 6. In the adjoining figure, if AB = PQ and BC = CQ, then find the measure of angle CPQ. A. 80 o B. 90 o C. 30 o D. 60 o 7. 25 × (-99) can be written as A. 25 ? (-100) + 25 ? 1 B. 25 ? (100) + 25 ? 1 C. 25 ? (100) - 25 ? 1 D. 25 ? (-100) - 25 ? 1 8. If 12.543 is distributed in 100 parts, then each part equals A. 125.43 B. 1254.3 C. 1.2543 D. 0.12543 9. If on adding 9 to twice of a whole number gives 31, then the whole number is A. 21 B. 16 C. 11 D. 7 CBSE VII | Mathematics Sample Paper 2 10. What is the difference between the measures of a straight angle and a right angle? E. 45 o F. 60 o G. 100 o H. 90 o 11. In the figure given below, name the parts of the triangles that can be used to prove the congruence of the two triangles. E. F. G. H. 12. The first step that we will use to separate variables and constants in the linear equation 2x + 3 = 7 is A. Transposing 3 to RHS B. Transposing 7 to LHS C. Diving both sides by 2 D. Multiplying both sides with 3 Section B (Questions 13 to 24 carry 2 marks each) 13. A bag has 12 balls colored yellow, blue, green and red. The number of balls of each colour is the same. A ball is drawn from the bag. Calculate the probability of drawing a yellow ball, a blue ball, a green ball and a red ball. 14. Write the linear equation for the following statement: "5 added to three-fifth of a number gives 14 3 " Hence, find the number. 15. If a = -8, b = -7, c = 6, then verify that (a + b) + c = a + (b + c). 16. Add the following: 3.25, 0.075 and 5 CBSE VII | Mathematics Sample Paper 2 17. Is it possible to have a triangle with the sides having following lengths? 5 cm, 3 cm, 4 cm 18. In the figure below, lines m and p are parallel; t is a transversal. If o a 57 , then find z. ? ? ? 19. Calculate median and mode for following data: 23, 45, 46, 12, 34, 87, 78, 12, 65, 33, 19, 34, 55, 67, 81, 12, 56, 98, 11, 49, 50 20. Find the value of the following expression using suitable property: 725 × (-35) + (-725) × 65 21. Mala finished drinking a glass of milk in 7 8 minutes while Varun took 9 16 minutes to drink the same amount of milk. Who took longer time and by how much? 22. What will you get on subtracting -134 from the sum of 38 and -87? 23. In a factory, 9.2 kilograms of pumpkin pie filling is made per minute. How many kilograms of pie filling will be made in 6 minutes? 24. Write the following equations in statement form: (a) 6n + 4 = 10 (b) y 7 - 3 = 9 CBSE VII | Mathematics Sample Paper 2 Section C (Questions 25 to 32 carry 3 marks each) 25. Find the value of x in the given figure. 26. Simplify: ? ? ? ? 3 3 2 5.75 15 2 1.44 7 4 35 27. The ages of Rahul and Karan are in the ratio 7:5. Ten years hence, the ratios of their ages will be 9:7. Find their present age? 28. Find the values of x and y in the following figure. 29. In ?ABC shown below, AD BC, BE AC and AD = BE. Prove that AE = BD.Read More

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