Answers sample paper - 2 (mid year class 7)

 

Sample paper - mid year (class 3)

 

          MID YEAR EXAMINATION – 2025 – 2026

                                       SAMPLE PAPER

STD: III                            Subject: MATHEMATICS

Time: 2 hours 15 min  Marks: Obj: 15 Main: 65 Total: 80

Part A – Objective                   (15 Marks)

1. Choose the correct answer (7 × 1 = 7)

i) The place value of 7 in 3,475 is:

a) 7  b) 70  c) 700  d) 7000

ii) 3450 + 2752 =

a) 5103  b) 6202  c) 5205  d) 7204

iii) 4260 – 389 =

a) 5756  b) 3871  c) 4750  d) 6798

iv) 46 × 3 =

a) 138  b) 128  c) 148  d) 118

v) 312 × 100 =

a) 3,120  b) 31,200  c) 3120  d) 31200

vi) If you buy a toy for ₹75 and give ₹100, the change you get is:

a) ₹15  b) ₹20  c) ₹25  d) ₹30

vii) The smallest 4-digit number is:

a) 9999  b) 1000  c) 1111  d) 100

2. Fill in the blanks (6 × 1 = 6)

a) 4590 + 324 + _______= 1256 + 324 + 4590

b) If we subtract ________from any number, the difference is the number itself.

c) 1000 - ________ = 999

d) 45 × 1000 = _______

e) 7 ten-thousand + 8 ones = _______

f) ₹52 = _______ paise

3. Write True or False (2 × 1 = 2)

i) 1,209 is greater than 1,290. ( )

ii) ₹1 = 100 paise. ( )

Part B – Main                               (65 Marks)

Answer the following:              (10 × 3 = 30)

4. Write the numeral for:

a) Three thousand two hundred fifteen

b) Five thousand forty seven

c) Nine thousand ninety

5. Add:

a) 376 + 289

b) 542 + 358

6. Subtract:

a) 90600 – 4873

b) 73512 – 28900

7. A shopkeeper sold 32423 mangoes on Monday and 28905 mangoes on Tuesday. If he had 1 lakh mangoes initially, How many mangoes are left unsold?

8. Multiply:

a) 47 × 6

b) 238 × 3

9. Multiply:

a) 34 × 12

b) 56 × 23

10. Multiply:

a) 37 × 10

b) 428 × 100

11. A pencil costs ₹12. What is the cost of 8 such pencils?

12. Convert:

a) ₹15 into paise

b) 250 paise into rupees

13. A notebook costs ₹25. How much will 15 such notebooks cost?

Solve the following:                     (5 × 4 = 20)

14. Find the difference between 8,452 and 7,693.

15. There are 428 apples in one box. How many apples are there in 6 such boxes?

16. A chair costs ₹725 and a table costs ₹1,250. Find the total cost.

17. Multiply: 246 × 12

18. Convert:

a) ₹125 into paise

b) 6,500 paise into rupees

Solve the following:                  (3 × 5 = 15)

19. In a garden there are 4500 red and yellow roses. If there are 2768 Yellow roses, then how many red roses are there in the garden?

20. Rani had ₹950. She bought a frock for ₹625. How much money is left with her?

21. A pen costs ₹18. Find the cost of 25 pens.

                          ***************

Sample paper - mid year (class 7)

 

              MID YEAR EXAMINATION – 2025 – 2026

STD: VII                    Subject: MATHEMATICS

Time: 2 hours 15 min  Marks: Obj: 15 Main: 65 Total: 80

Part A – Objective (15 Marks)

1. Choose the correct answer             (7 × 1 = 7)

i) (–7) × (–9) ÷ (–3) =

a) –21  b) 21  c) –63  d) 63

ii) 4.6 + 7.85 =

a) 11.55  b) 12.45  c) 13.35  d) 12.35

iii) The reciprocal of −3/8 is:

a) –8/3  b) 8/3  c) 3/8 d) –3/8

iv) Which of the following is not a rational number?

a) –5  b) 0  c) 7/11  d) √11

v) In 7xy–9x²+4y, the coefficient of xy is:

a) 7  b) –9  c) 4  d) –7

vi) If two angles are supplementary and one is 125°, the other is:

a) 35°  b) 45°  c) 55°  d) 65°

vii) A triangle has two equal angles of 70° each. The third angle is:

a) 30°  b) 40°  c) 50°  d) 60°

2. Fill in the blanks                            (6 × 1 = 6)

a) (–12) × (–5) = _______

b) 9.75 × 100 = _______

c) 11/12 – 7/18 = _______

d) The multiplicative inverse of −4/9 is _______

e) The sum of angles of a triangle is _______

f) A triangle with sides 2 cm, 4 cm, and 8 cm can/cannot be constructed. (Write “can” or “cannot”)

3. Write True or False                         (2 × 1 = 2)

i) The product of three negative integers is negative. ( )

ii) If two parallel lines are cut by a transversal, alternate interior angles are equal. ( )

Part B – Main                                        (65 Marks)

Answer the following:                     (10 × 3 = 30)

4. Simplify:

(–25)×(–7)–(–25)×(4)+(–25)×(–5)

5. Add: (6a–4b+9)+(–3a+5b–7)+(2a–6b+4)

6. A train runs at a speed of 54 km/hr. How far will it travel in 25 minutes?

7. In this figure, OA and OB are opposite rays.

      (i) if x = 25゜, find the value of y?

       (ii) if y = 35°, find the value of x?

8. In a given triangle ΔABC, find the value of x?

9. Arrange in descending order:

−5/12, 1/6, −1/4, 2/9

10. If length of a rectangle is (5x – 3) cm and breadth is (2x + 1) cm, find its perimeter when x = 4.

11. Construct a ΔPQR in which PQ = 6 cm, QR = 5 cm, and PR = 7 cm.

12. The side of a square is 8.5 cm. Find its area.

13. Evaluate: 3p²–2pq+5q², when p = 2, q = –1.

Solve the following:                            (5 × 4 = 20)

14. Divide: 0.0025 ÷ 0.05

15. Find the value of x and y, if RP=RQ.

16. Write any five rational numbers greater than –3 but less than –2.

17. Find the value of x, y, and z.

18. Construct a ΔLMN in which LM = 4 cm, MN = 5.5 cm, and LN = 7 cm.

Solve the following:                         (3 × 5 = 15)

19.  If AB and PQ are parallel, compute the measure of angle X.

20. Subtract 3x2 – 5y – 2 from 5y – 3x2 + xy and find the value of the result if x = 2, y = -1.

21. If AB || CD, find the value of x and y.

********************

Answers of Mid year sample paper (class 7)

 

Sample paper - class 7 (mid year - 2025)

                                MID-YEAR EXAMINATION – 2025 – 2026

                                                                  SAMPLE PAPER

STD: VII                                                                                               Subject: MATHEMATICS
Time: 2 hours 15 min                                                           Marks: Obj: 15 Main: 65 Total: 80

---

Part A – Objective                                                     (15 Marks)

1. Choose the correct answer (7 × 1 = 7)

i) The additive inverse of  –18 is:
a) 18  b) –18  c) 0  d) 36

ii) The product of 

${\displaystyle \frac{5}{12}}\times {\displaystyle \frac{6}{25}}$ is:
a) ${\displaystyle \frac{1}{10}}$  b) ${\displaystyle \frac{1}{12}}$  c) ${\displaystyle \frac{1}{5}}$  d) ${\displaystyle \frac{5}{50}}$

iii) The reciprocal of 0.25 is:
a) 25  b) 0.04  c) 4  d) 1

iv) Which of the following is a rational number?
 a)

$\sqrt{2}$  b) ${\displaystyle \frac{-7}{9}}$  c) π  d) $\sqrt{5}$

v) In the expression 3x²–5x+7  , the coefficient of x is:

a) 7  b) –5  c) 3  d) –7

vi) If one angle of a linear pair is 120°, then the other angle is:
a) 30°  b) 45°  c) 60°  d) 120°

vii) Two angles of a triangle are 50° and 60°. The third angle is:
a) 60°  b) 70°  c) 80°  d) 90°

---

2. Fill in the blanks                                                                               (6 × 1 = 6)

a) –45 ÷ (–9) = _______

b) 7.8 × 1000 = _______

c) 3/4  ÷  9/16$=$ _______

d) The sum of rational numbers -2/5$=$ _______

e) The exterior angle of a triangle is equal to the sum of its _______ interior opposite angles.

f) A triangle with sides 6 cm, 8 cm, and 10 cm can/cannot be constructed. (Write “can” or “cannot”)

---

3. Write True or False                                                                            (2 × 1 = 2)

i) The product of two negative integers is always negative. ( )
ii) If two lines intersect each other, then exactly one point of intersection exists. ( )

---

Part B – Main                                                             (65 Marks)

Answer the following:                                                                         (10 × 3 = 30)

4. Simplify: (-15) x (-12) + (-15) x (-8) + (-15) x 10
   

5. Add: (3x+4y-7) + (5x-6y+9) - (2x-y-3)

6. A bus goes 75 km in one hour. How much distance will it cover in 4 3/8 hours ?

7. In the triangle △XYZ, ∠X = 70°, ∠Y = 40°. Find ∠Z of the triangle XYZ.

8. The angles of a triangle are in the ratio 3:4:5. Find the angles.

9. Arrange the following rational numbers in ascending order:
   −2/7,         5/14,      −3/14,    1/7

10. One side of an equilateral triangle is (4x + 3) cm. Find its perimeter when x = 5.

11. Find the value of  'x' in the below given diagram.

    
    
                                  

12. The length of a rectangle is 8.4 cm and its breadth is 6.2 cm. Find its area.

13. Find the value of: 2a²b - 3ab² + 4ab, when a = 2, b = 3.

---

Solve the following:                                                                             (5 × 4 = 20)

14. The product of two decimals is 0.1472. If one of them is 0.46, find the other.

15. In a diagram,y||z. find the value of 'p'. 

    
    
    
    
    
    

16. List five rational numbers between –2 and –1.

17.  In the following figure the sides BC, CA and BA of a △ABC have been produced to D, E and F respectively. If ∠ACD = 105॰ and ∠EAF = 45° ; find all the angles of the △ABC.

    
    
    

18. Construct a triangle XYZ in which XY = 4.5 cm, YZ = 5 cm, and XZ = 6 cm.

---

Solve the following:                                                                             (3 × 5 = 15)

19. (i) In the figure, find the values of 'p' and 'q'.

    
    
    (ii) Find the values of x, y, and z.
    
    
    

20. The sum of (7m² – 3m + 5) and (5m² + 4m – 2) is greater than their difference by how much?

21. Simplify with suitable property                                                                                                          a) (-8) x 20 x 125 x  (-5)                                                                                                                      b) 725 x 143 + (-44) x 725 + 725

---

Math sample paper ( class 2)

---

Grade 2 – Mathematics Test

Marks: 40  Time: 1 Hour

---

Section A – Multiple Choice Questions (1 × 5 = 5 marks)

1. The place value of 6 in 6,214 is:
   a) 6  b) 60  c) 600  d) 6000

2. Which number comes just before 4000?
   a) 3999  b) 4001  c) 3000  d) 4999

3. 325 + 174 = ?
   a) 499  b) 489  c) 501  d) 509

4. Which of the following is an odd number?
   a) 820  b) 321  c) 760  d) 200

5. 5 times 7 = ?
   a) 30  b) 35  c) 40  d) 45

---

Section B – Fill in the blanks (1 × 5 = 5 marks)

1. 100 less than 950 is __________.

2. Compare: 673 ____ 7 tens + 3 ones.

3. The greatest 3-digit even number is __________.

4. 2 + 2 + 2 + 2 + 2 = ___ × 2 = __________.

5. The number between 4999 and 5001 is __________.

---

Section C – True or False (1 × 5 = 5 marks)

1. 712 is an even number. (____)

2. 645 – 200 = 845. (____)

3. 3 × 10 = 30. (____)

4. 2005 is greater than 2050. (____)

5. In 4,528 the digit in the tens place is 5. (____)

---

Section D – Solve the following sums (2 × 5 = 10 marks)

1. Add: 234 + 465

2. Add: 345 + 210 + 13

3. Subtract: 854 – 422

4. (i) Write the number name of 4,579                          (ii) Write the numerals : Two thousand and seventy.

5. Multiply:
     a) 2 × 8  b) 3 × 6  c) 10 × 5

---

Section E – Statement Sums (3 × 5 = 15 marks)

1. A shopkeeper had 240 toys. He bought 135 more toys. How many toys does he have now?

     

     Number of toys shopkeeper had =  ___________

     Number of toys bought more      =   ___________

      Number of toys he have now     =   ___________

2.  A farmer has 650 oranges. He sells 200 oranges. How many oranges are left?

     Number of Oranges farmer has = ____________

     Number of Oranges sold              = ____________

     Number of Oranges left               = ____________

 3. A school has 1,020 students. 310 of them are girls. How many are boys?

      Number of students in school  =  _____________

      Number of girls in school         =  _____________

      Number of boys in school        =   _____________

                         ***********************