Class 7 Mathematics MCQ Algebraic Expressions

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CBSE Class 7 Mathematics MCQ
Algebraic Expressions with Answers

Question 1: Write an expression : Raju s father s age is 5 years more than 3 times Raju s age . If Raju s
age is x years , then father’s age is

(A) 3x+5
(b) 5-3x
(c) 3x-5
(d) 15x

Show Answer :

Answer : A

Question 2: The number of terms in 4p2q -3pq2+5 is

(A) 7
(b) 3
(c) 1
(d) 4

Show Answer :

Answer : B

Question 3: When x-0,y= -1,then the value of expression 2x+2y is

(A) 4
(b) 0
(c) -2
(d) 2

Show Answer :

Answer : C

Question 4: What is the numerical coefficient of y2 in the expression 2x2y – 15xy2 +7y

(A) -15x
(b) -15
(c) 2
(d) 7

Show Answer :

Answer : B

Question 5: The sum of mn+5-2 and mn+3 is

(A) 2mn+3
(b) 6
(c) 2mn+8
(d) 2mn+6.

Show Answer :

Answer : D

Question 6:Which of the following is monomial

(A) 2x +3
(b) 2x
(c) 4x+2y+3
(d) 4y+5x+z ̶ 1

Show Answer :

Answer : B

Question 7:From the following expressions 10pq, 7p, 8q, -p2q2, -7pq, -23, ab,3a,b.The like terms are

(A) 3,7p
(b) 10 pq, -7pq
(c) ab,3a,b
(d)10pq,7p,8q

Show Answer :

Answer : B

Question 8:The coefficient of y3 in the expression y – y3 + y2 is

(A) 1
(b) y
(c) -y3
(d) -1

Show Answer :

Answer : D

Question 9:The value of 21b-32 + 7b – 20b is

(A) 48b- 32
(b) – 8b – 32
(c) 8b – 32
(d) 28b – 52

Show Answer :

Answer : C

Question 10:The expression x +y – xy is

(A) Monomial
(b) Binomial
(c) Trinomial
(d) Quadrinomial

Show Answer :

Answer : C

Question 11:Subtracting -5y2 from y2 ,the result is

(A) -4y2
(b) 6y2
(c) 4 y2
(d) -6 y2

Show Answer :

Answer : B

Question 12:Sum of 3m and 2n is

(A) 5mn
(b) 3m+2n
(c) 5m
(d) 5n

Show Answer :

Answer : B

Question 13: On simplifying (a+b-3) – (b –a +3) + (a ̶ b+3) the result is

(A) a-b+3
(b) a-b-3
(c) 3a-b-3
(d) 3a+b+3

Show Answer :

Answer : C

Question 14:Factors of the terms -4pq2 in the expression 9p2q2 -4 pq2 are

(A) 9 p2q2 ,-4 pq2
(b) 9,-4
(c) -4,p,q,q
(d) -4

Show Answer :

Answer : C

Question 15: Identify the terms in the expression x+y+1 which are not constant

(A) x,y,1
(b) x, y
(c) x,1
(d) y,1

Show Answer :

Answer : B

Question 16: The value of expression 2a2+2b2 ̶ ab for a=2, b=1is

(A) 2
(b) 8
(c) 6
(d) 10

Show Answer :

Answer : B

Question 17: The value of expression 2a-2b-4-5+a at a=1, b= – 2

(A) 10
(b) -2
(c) 12
(d) -4

Show Answer :

Answer : B

Question 18: Identify the coefficient of x in expression 8-x+y
(a ) 0
(b) 8
(c) -1
(d) 1

Show Answer :

Answer : C

Question 19: Subtract a – b from a+b the result is

(A) 2a + 2b
(b) 2a
(c) 2b
(d) 2a – 2b

Show Answer :

Answer : C

Question 20: If the length of each side of the equilateral triangle is l, then the perimeter of the equilateral triangle is

(A) 31
(b) 3+1
(c) 3-1
(d) 11/3

Show Answer :

Answer : A

Question 21: Find the value of a2 + b2 if a = 2 and b = -2.

(A) 0
(B) 8
(C) 4
(D) None of these

Show Answer :

Answer : (b) 8
22 + (-2)2 = 4 + 4 = 8.

Question 22: Write an expression : Raju s father s age is 5 years more than 3 times Raju s age. If Raju s age is x years, then father’s age is

(A) 3x – 5
(B) 3x + 7
(C) 5 – 3x
(D) 3x + 5

Show Answer :

Answer : (d) 3x + 5

Question 23: Subtract – 5y2 from y2.

(A) -4y2
(B) 4y2
(C) 6y2
(D) None of these

Show Answer :

Answer : (c) 6y2
y2 – (-5y2) = y2 + 5y2 = 6y2.

Question 24: A _________ can take various values.

(A) variable
(B) expression
(C) term
(D) None of these

Show Answer :

Answer : (a) variable

Question 25: The simplified form of the Boolean expression (X + Y + XY)(X + Z) is

(A) X + Y + Z
(B) XY + YZ
(C) X + YZ
(D) XZ + Y

Show Answer :

Answer : (c) X + YZ

Question 26: Identify terms which contain x in following expression 13 y2 – 8 yx

(A) -8yx
(B) 13 y2
(C) -8y
(D) None of these

Show Answer :

Answer : (a) -8 yx
Here, x is in the term -8yx.

Question 27: For what value of ‘m’ is 9 − 5m = (−1)?

(A) −1
(B) −2
(C) 2
(D) 1

Show Answer :

Answer : (c) 2

Question 28: The number z is multiplied by itself, write its algebraic expresson.

(A) 2z
(B) z2
(C) 2z
(D) None of these

Show Answer :

Answer : (b) z2
Product of z with z is z2.

Question 29: What is the difference between 3a + 2b and −2a − 5b?

(A) 5a + 7b
(B) – 5a – 7b
(C) 5a – 7b
(D) a – 3b

Show Answer :

Answer : (a) 5a + 7b

Question 30: Add 3 mn, -5 mn, 8 mn, -4mn.

(A) 2 mn
(B) 20 mn
(C) -2 mn
(D) None of these

Show Answer :

Answer : (a) 2 mn
3 mn and 8 mn are positive so sum of -5 mn and -4mn is subtracted from sum of 3 mn and 8 mn.

Question 31: Identify, in the following expressions, terms which are not constants : xy + 4.

(A) xy
(B) 4
(C) x
(D) y

Show Answer :

Answer : (a) xy
Values of xy are variable. Therefore these are not constant.

Question 32: An expression which contains two unlike terms is called _______.

(A) binomial
(B) monomial
(C) trinomial
(D) None of these

Show Answer :

Answer : (a) binomial

Question 33: Get the algebraic expression of subtraction of z from y.

(A) z – y
(B) y – z
(C) – z + y
(D) None of these

Show Answer :

Answer : (b) y – z
z is subtracted from y.

Question 34: A and B are polynomials and each is the additive inverse of the other. What does it mean?

(A) A = B
(B) A+B is a zero polynomial.
(C) A−B is a zero polynomial.
(D) A−B = B−A

Show Answer :

Answer : (b) A+B is a zero polynomial.

Question 35: Find the value of 7a – 4b if a = 3, b = 2.

(A) 17
(B) 29
(C) 13
(D) None of these

Show Answer :

Answer : (c) 13
7×3 – 4×2 = 21 – 8 = 13.

Question 36: Get the algebraic expressions for subtraction of z from y.

(A) y × z
(B) y – z
(C) y + z
(D) yz

Show Answer :

Answer : (b) y – z

Question 37: What is the co-efficient ofy in the given algebraic expression 8 + yz.

(A) 8
(B) 1
(C) z
(D) None of these

Show Answer :

Answer : (c) z
As term with factory is yz. Therefore, co-efficient of 2 is co-efficient of y.

Question 38: What are the coefficients of y in the expression 4x – 3y?

(A) -4
(B) -3
(C) 3
(D) 4

Show Answer :

Answer : (b) -3

Question 39: Write the term which contains y2 in expression 5y2 + 7x.

(A) 5
(B) 5y2
(C) 7
(D) None of these

Show Answer :

Answer : (b) 5y2
y2 is with constant 5.

Question 40: Simplify these expressions and find their values, if x = 3, a = – 1, b = – 2.
3x – 5a – x2 + 9b

(A) -13
(B) 15
(C) 13
(D) None of these

Show Answer :

Answer : (a) -13

Question 41: Identify the co-efficient of x in the given expression : 4x – 3y.

(A) 4
(B) -3
(C) 4x
(D) None of these

Show Answer :

Answer : (a) 4
As term with factor x is 4x therefore, co-efficient of x is 4.

Question 42: The sum of mn + 5 – 2 and mn+3 is

(A) 2mn + 6
(B) mn + 6
(C) 2mn – 6
(D) mn – 6

Show Answer :

Answer : (a) 2mn + 6

Question 43: Find the value of x + 4 at x = 2.

(A) 2
(B) 6
(C) 4
(D) None of these

Show Answer :

Answer : (b) 6
As x = 2 ∴ Given expression becomes 2 + 4 = 6.

Question 44: What are the coefficients of y in the expression yz2+ 5?

(A) z
(B) z2
(C) 1
(D) 5

Show Answer :

Answer : (b) z2

Question 45: Write the numerical co-efficients of 100 m + 1000 n.

(A) 100, 1000
(B) 100
(C) 1000
(D) None of these

Show Answer :

Answer : (a) 100, 1000
Both terms have variable so numerical co-efficients are 100,1000.

Question 46: Simplify combining like terms: 3a – 2b – ab – (a – b + ab) + 3ab + b – a

(A) a – ab
(B) a + ab
(C) a + b
(D) None of these

Show Answer :

Answer : (b) a + ab

Question 47: Numbers x and y when both squared and added, write it in algebraic expression.

(A) 2x + 2y
(B) x + y
(C) x2 + y2
(D) None of these

Show Answer :

Answer : (c) x2 + y2
Square of x and square of y are x2 and y2. Sum is x2 + y2.

Question 48: The length and breadth of a rectangular plot are I and b. Two rectangular paths each of width W run inside the plot one parallel to the length and the other parallel to the breadth. What is the total area of the paths?

(A) (l + w)(b + w) − lb
(B) lb − (l − w)(b − w)
(C) (l + b − w)w
(D) lb − (l − 2w)(b − 2w)

Show Answer :

Answer : (c) (l + b − w)w

Question 49: In the above identify numerical co-efficient of variables.

(A) 4
(B) y
(C) 1
(D) None of these

Show Answer :

Answer : (c) 1
If there is not any co-efficient with variables then 1 is always numerical co-efficient of variables.

Question 50: Find the value of x + 4 for x = 2.

(A) 6
(B) 8
(C) 4
(D) None of these

Show Answer :

Answer : (a) 6

Question 51: Identify terms in the expression x – 3.

(A) x, -3
(B) x, 3
(C) 1, -3
(D) None of these

Show Answer :

Answer : (a) x, -3
x, -3 are terms of given expression.

Question 52: In a two digit number, the units digit is x and tens digit is (x+3). What is the sum of the digits in the number?

(A) 11x+3
(B) 2x+3
(C) 3+x
(D) 11x+30

Show Answer :

Answer : (b) 2x+3

Question 53: Write algebraic expression of one half of the sum of numbers x and y.

(A) 12(x + y)
(B) x2+y
(C) x+y2
(D) None of these

Show Answer :

Answer : (a) 12(x + y)
Sum of x and y is divided by 2.

Question 54: The constant term in the expression 1 + x2+ x is

(A) 1
(B) x
(C) x2
(D) None of these

Show Answer :

Answer : (a) 1

Question 55: When a certain number, ‘m’ is divided by 5 and added to 8, the result is equal to thrice the number subtracted from 4. What is the value of ‘m?

(A) 2
(B) 43
(C) −1
(D) 307

Show Answer :

Answer : (d) 307

State whether the given statements are True or False.

Question 56: A variable can take various values.

Show Answer :

Answer : True

Question 57: An expression with only one term is called a monomial.

Show Answer :

Answer : True

Question 58: A constant does not have a fixed value.

Show Answer :

Answer : False

Question 59: Terms 2xy and 4 are like terms.

Show Answer :

Answer : False

Question 60: – 7x, 52x

Show Answer :

Answer : like

Question 61: – 29x, – 29y

Show Answer :

Answer : unlike

Question 62: 14xy, 42yx

Show Answer :

Answer : like

Question 63: 4m2p, 4mp2

Show Answer :

Answer : unlike

Question 64: 12x2, 12x2y2

Show Answer :

Answer : unlike

Classify into monomials, binomials and trinomials.

Question 65: 4y – 7z

Show Answer :

Answer : Binomial

Question 66: y2

Show Answer :

Answer : Monomial

Question 67: x + y – xy

Show Answer :

Answer : Trinomial

Question 68: ab – a – b

Show Answer :

Answer : Trinomial

Question 69: z2 – 3z + 8

Show Answer :

Answer : Trinomial

Question 70: z2 + z

Show Answer :

Answer : Binomial

Question 71: How many terms are there in the expression 2x2y?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (a) 1

Question 72: How many terms are there in the expression 2y + 5?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (b) 2

Question 73: How many terms are there in the expression 1.2ab – 2.4b + 3.6a?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (c) 3

Question 74: How many terms are there in the expression – 2p3 – 3p2 + 4p + 7?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (d) 4

Question 75: What is the coefficient of x in the expression 4x + 3y?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (d) 4

Question 76: What is the coefficient of x in the expression 2 – x + y?

(A) 2
(B) 1
(C) -1
(D) None of these

Show Answer :

Answer : (c) -1

Question 77: What is the coefficient of x in the expression y2x + y?

(A) y2
(B) y
(C) 1
(D) 0

Show Answer :

Answer : (a) y2

Question 78: What is the coefficient of x in the expression 2z – 3xz?

(A) 3
(B) z
(C) 3z
(D) -3z

Show Answer :

Answer : (d) -3z

Question 79: What is the coefficient of x in the expression 1 + x + xz?

(A) z
(B) 1 + z
(C) 1
(D) 1 + x

Show Answer :

Answer : (b) 1 + z

Question 80: What is the coefficient of x in the expression 2x + xy2?

(A) 2 + y2
(B) 2
(C) y2
(D) None of these

Show Answer :

Answer : (a) 2 + y2

Question 81: What is the coefficient of y2 in the expression 4 – xy2?

(A) 4
(B) x
(C) -x
(D) None of these

Show Answer :

Answer : (c) -x

Question 82: What is the coefficient of y2 in the expression 3y2 + 4x?

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (c) 3

Question 83: What is the coefficient of y2 in the expression 2x2y – 10xy2 + 5y2?

(A) 5 – 10x
(B) 5
(C) -10 x
(D) None of these

Show Answer :

Answer : (a) 5 – 10x

Question 84: What is the coefficient of x in the expression ax3 + bx2 + d?

(A) a
(B) b
(C) d
(D) 0

Show Answer :

Answer : (d) 0

Question 85: What is the coefficient of x2 in the expression ax + b?

(A) a
(B) b
(C) a + b
(D) 0

Show Answer :

Answer : (d) 0

Question 86: Which of the following pairs of terms is a pair of like terms?

(A) 1, 10
(B) y, -xy
(C) z2, Z
(D) Z2, 8

Show Answer :

Answer : (a) 1, 10

Question 87: Which of the following pairs of terms is a pair of like terms?

(A) 7xy, 14yx
(B) m2p, mp2
(C) 6xz, 12 x2 z2
(D) -13x, -13y

Show Answer :

Answer : (a) 7xy, 14yx

Question 88: Which of the following pairs of terms is a pair of like terms?

(A) 3x, 2xy
(B) -xy2, – 2xy2
(C) -6x2, 20x2y
(D) 8x2, 7y

Show Answer :

Answer : (b) -xy2, – 2xy2

Question 89: Which of the following pairs of terms is a pair of like terms?

(A) 7p, 8q
(B) 10pq, -7qp
(C) 12q2 p2, -5p2
(D) 2405p, 78qp

Show Answer :

Answer : (b) 10pq, -7qp

Question 90: Which of the following pairs of terms is a pair of unlike terms?

(A) -p2q2, 12q2p2
(B) 41, 100
(C) qp2, 13p2q
(D) -4yx2, -4xy2

Show Answer :

Answer : (d) -4yx2, -4xy2

Question 91: Add 2 mn, -4 mn, 8 mn, -6 mn

(A) 0
(B) 2 mn
(C) 8 mn
(D) 10 mn

Show Answer :

Answer : (a) 0
Hint:
2 + (-4) + 8 + (-6) = 0

Question 92: Add a + b – 1, b – a + 1, 1 – 26

(A) 1
(B) -1
(C) 2
(D) -2

Show Answer :

Answer : (a) 1
Hint:
Sum = (1 – 1)a + (1 + 1 – 2)b – 1 + 1 + 1 = 1

Question 93: Add 4x2y, -3x2y, -7xy2, 7xy2

(A) x2y
(B) xy2
(C) xy
(D) -x2 y

Show Answer :

Answer : (a) x2y
Hint:
(4 – 3)xy + (-7 +7)xy2 = x2y

Question 94: Simplify : p + (p – q) + q + (q – p)

(A) p
(B) q
(C) p + q
(D) p – q

Show Answer :

Answer : (c) p + q
Hint:
p + p – q + q + q – p = p + q

Question 95: Simplify : z2 + 11z2 – 5z – 11z2 + 5z

(A) z2
(B) -z2
(C) 5z
(D) -5z

Show Answer :

Answer : (b) -z2
Hint:
(-1 + 11 – 11)z2 + (5 – 5)z = -z2

Question 96: Subtract – xy from xy

(A) xy
(B) 2xy
(C) 3xy
(D) 4xy

Show Answer :

Answer : (b) 2xy
Hint:
xy – (-xy) = xy + xy = 2xy

Question 97: Subtract y2 from – 5y2

(A) -6y2
(B) 6y2
(C) y2
(D) -5y2

Show Answer :

Answer : (a) -6y2
Hint:
-5y2 – y2 = -6y2

Question 98: What should be added to x2 + y2 to get x2 + y2 + 2 xy?

(A) xy
(B) 2xy
(C) 4xy
(D) -2xy

Show Answer :

Answer : (b) 2xy
Hint:
x2 + y2 + 2xy – (x2 + y2) = 2xy

Question 99: What should be subtracted from x2 + y2 – 2xy to get x2 + y2?

(A) 2xy
(B) -2xy
(C) xy
(D) – xy

Show Answer :

Answer : (b) -2xy
Hint:
x2 +y2 – 2xy – (x2 + y2) = -2xy

Question 100: Find the value of the expression x + 2 for x = -2

(A) 0
(B) 2
(C) -2
(D) 4

Show Answer :

Answer : (a) 0
Hint:
-2 + 2 = 0

Question 101: Find the value of the expression 4x – 3 for x = 1

(A) 4
(B) -3
(C) 3
(D) 1

Show Answer :

Answer : (d) 1
Hint:
4(1) – 3 = 1

Question 102: Find the value of the expression 100 – 10 x 3 for x = 0

(A) 10
(B) -10
(C) 100
(D) -100

Show Answer :

Answer : (c) 100
Hint:
100 – 10(0)3 = 100

Question 103: Find the value of the expression 5n – 3 for n = -1

(A) 5
(B) -3
(C) -8
(D) 8

Show Answer :

Answer : (c) -8
Hint:
5(-1) -3 = -8

Question 104: Find the value of the expression x2 + 2x + 1 for x = – 1

(A) 0
(B) 1
(C) -1
(D) 2

Show Answer :

Answer : (a) 0
Hint:
(-1)2 + 2(-1) + 1 = 0

Question 105: Find the value of the expression a + b for a = 1, b = 2

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (c) 3
Hint:
1 + 2 = 3

Question 106: Find the value of the expression a2 – 2ab + b2 for a = 1, b = 1

(A) 1
(B) 0
(C) -1
(D) 2

Show Answer :

Answer : (b) 0
Hint:
(1)2 -2(1)(1) + (1)2 = 0

Question 107: Find the value of the expression a2 – b2 for a = 2, b = 1

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (c) 3
Hint:
(2)2 – (1)2 = 3

Question 108: Find the value of the expression a2 + b2 for a = 1, b = 0

(A) 1
(B) 0
(C) 2
(D) 4

Show Answer :

Answer : (a) 1
Hint:
(1)2 + (0)2 = 1

Question 109: Find the value of the expression a2 + ab + 1 for a = 0, b = 1

(A) 0
(B) 1
(C) -1
(D) 2

Show Answer :

Answer : (b) 1
Hint:
(o)2 + (o)(1) + 1 = 1

Question 110: Find the value of the expression 3x + 5 (x – 2) for x = 2

(A) 2
(B) 4
(C) 5
(D) 6

Show Answer :

Answer : (d) 6
Hint:
3(2)+ 5(2 – 2) = 6

Question 111: Find the value of the expression z3 – 2(z – 10) for z = 10

(A) 10
(B) 100
(C) 1000
(D) 10000

Show Answer :

Answer : (c) 1000
Hint:
(10)3 – 2(10 – 10) = 1000

Question 112: Find the value of the expression – x + 2 for x = -2

(A) 1
(B) 2
(C) 3
(D) 4

Show Answer :

Answer : (d) 4
Hint:
-(-2) + 2 = 2 + 2 = 4

Question 113: Find the value of the expression 3p + 7 for p = -2

(A) 1
(B) -1
(C) 2
(D) -2

Show Answer :

Answer : (a) 1
Hint:
3(-2) + 7 = 1

Question 114: Find the value of the expression a3 + b3 + c3 – 3abc for a = 2, b = 3, c = 4

(A) 3
(B) 6
(C) 9
(D) 27

Show Answer :

Answer : (d) 27
Hint:
(2)3 + (3)3 + (4)3 – 3(2)(3)(4)
= 8 + 27 + 64 – 72 = 27

Question 115: If the value of the expression x2 – 5x + k for x = 0 is 5, then the value of k is

(A) 2
(B) 3
(C) 4
(D) 5

Show Answer :

Answer : (d) 5
Hint:
(0)2 – 5(0) + k = 5
⇒ k = 5

Fill in the blanks.

Question 1: The terms having the same literal factors are called …………. terms.

Show Answer :

Answer : like

Question 2: An expression with only one term is called a …………. .

Show Answer :

Answer : monomial

Question 3: A statement of equality involving one or more variables is called an ………… .

Show Answer :

Answer : equation

Question 4: A symbol having a fixed numerical value is called a …………. .

Show Answer :

Answer : constant

Question 5: A symbol which takes various numerical values is called a …………. .

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Answer : variable

Question 6: An expression which contains two terms is called a ………… .

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Answer : binomial

Question 7: An expression with one or more terms is called a …………. .

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Answer : polynomial

Question 8: A combination of constants and variables connected by the signs of basic operations of +, -, × and ÷ is called an ……….. expression.

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Answer : algebraic

Question 9: The terms not having the same literal factors are called …………. terms.

Show Answer :

Answer : unlike

Question 10: An expression which contains three terms is called a …………. .

Show Answer :

Answer : trinomial

CBSE Class 7 Mathematics MCQ Perimeter And Area with Answers
Chapter 1 : Integers : Exercise – 1.1
Chapter 1 : Integers : Exercise – 1.2
Chapter 1 : Integers : Exercise – 1.3
Chapter 1 : Integers : Exercise – 1.4
Chapter 2 : Fraction And Decimals : Exercise 2.1
Chapter 2 : Fraction And Decimals : Exercise 2.2
Chapter 2 : Fraction And Decimals : Exercise 2.3
Chapter 2 : Fraction And Decimals : Exercise 2.4
Chapter 2 : Fraction And Decimals : Exercise 2.5
Chapter 2 : Fraction And Decimals : Exercise 2.6
Chapter 2 : Fraction And Decimals : Exercise 2.7
Chapter 3 : Data Handling : Exercise 3.1
Chapter 3 : Data Handling : Exercise 3.2
Chapter 3 : Data Handling : Exercise 3.3
Chapter 3 : Data Handling : Exercise 3.4
Chapter 4 : Simple Equations : Exercise 4.1
Chapter 4 : Simple Equations : Exercise 4.2
Chapter 4 : Simple Equations : Exercise 4.3
Chapter 4 : Simple Equations : Exercise 4.4
Chapter 5 : Lines And Angles : Exercise 5.1
Chapter 5 : Lines And Angles : Exercise 5.2
Chapter 6 : Triangles and its Properties : Exercise 6.1
Chapter 6 : Triangles and its Properties : Exercise 6.2
Chapter 6 : Triangles and its Properties : Exercise 6.3
Chapter 6 : Triangles and its Properties : Exercise 6.4
Chapter 6 : Triangles and its Properties : Exercise 6.5
Chapter 7 : Congruence of Triangle : Exercise 7.1
Chapter 7 : Congruence of Triangle : Exercise 7.2
Chapter 8 : Comparing Quantities : Exercise 8.1
Chapter 8 : Comparing Quantities : Exercise 8.2
Chapter 8 : Comparing Quantities : Exercise 8.3
Chapter 9 : Rational Numbers : Exercise 9.1
Chapter 9 : Rational Numbers : Exercise 9.2
Chapter 10 : Practical Geometry : Exercise 10.1
Chapter 10 : Practical Geometry : Exercise 10.2
Chapter 10 : Practical Geometry : Exercise 10.3
Chapter 10 : Practical Geometry : Exercise 10.4
Chapter 10 : Practical Geometry : Exercise 10.5
Chapter 10 : Practical Geometry : Exercise 10.6
Chapter 11 : Perimeter And Area : Exercise 11.1
Chapter 11 : Perimeter And Area : Exercise 11.2
Chapter 11 : Perimeter And Area : Exercise 11.3
Chapter 11 : Perimeter And Area : Exercise 11.4
Chapter 12 : Algebraic Expressions : Exercise 12.1
Chapter 12 : Algebraic Expressions : Exercise 12.2
Chapter 12 : Algebraic Expressions : Exercise 12.3
Chapter 12 : Algebraic Expressions : Exercise 12.4
Chapter 13 : Exponents And Power : Exercise 13.1
Chapter 13 : Exponents And Power : Exercise 13.2
Chapter 13 : Exponents And Power : Exercise 13.3
Chapter 14 : Symmetry : Exercise 14.1
Chapter 14 : Symmetry : Exercise 14.2
Chapter 14 : Symmetry : Exercise 14.3
Chapter 15 : Visualizing Solid Shapes : Exercise 15.1
Chapter 15 : Visualizing Solid Shapes : Exercise 15.2
Chapter 15 : Visualizing Solid Shapes : Exercise 15.3
Chapter 15 : Visualizing Solid Shapes : Exercise 15.4
CBSE Class 7 Mathematics MCQ Practical Geometry with Answers
MCQ Questions Mechanical Engineering Heat Transfer

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