MCQ's for class 7th

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CHAPTER NO 1 OPERATION OF SETS

(i) The objects in the set are called ______
(A) members (B) elements (c) Both A and B C
(ii) The symbol ____ is used to denote belongs to or is an element of or is a
member of.
(A) ∈ (B) ∉ (c) ⊂ A

(iii) If p={1, 2, 3, 4} and Q={a, b, c, d} 2__p
(A) ∈ (B) ∉
A

(IV) If A = {1,2, ,}3 {B = {1,2,3, }4 then A_____B.

(B) (A) = (B) ∉ (C) ⊆ (D) ↔
(V) Non-empty sets which have no members in common are called _____sets.
A
(A) equal (B) equivalent (C) non equivalent (D) disjoint

(vi) A B ⊆ _____

B
(A) B (B) A (C) Φ (D) B A

(VII) If E = { x : x is an odd number divisible by 2}, n(E) = __________.

(A)0 (B)1 (C) 2 (D) 3

(viii) When each member of a set matches one and only one member of the other set,
A
there is ___________ between the two set (*pg6)

(A)non equivalent (B)1 – 1 correspondence (C) union of sets(D)
intersection
(Ix) Every set is a subset of _____ (*page 6 book)

(A) Itself (B) Natural number
(x) Sets that can be paired in a one to one correspondence are called _____ A
(A) Equivalent set (B) Disjoint set (C)complement of a set

(xi) Is it equivalent sets (i){r, I, f, e}, {f, I , r, e}
A
(A) Equivalent sets (B) non equivalent se

(xii) If A and B are any sets, then the set whose members are the elembets
belonging to both of the sets A and b is called ____
A ∩ B
(A) (B) AuB A

(xiii) A ∩ B= φor {} (an empty set) Non empty sets which have no members in common are
called _____
D
(A) Universal set (B) complement of a set (C) Disjoint set


(xiii) If A and B are any sets, then the set whose members are the elements belonging to at least one of
the sets A and B, is called the _____page8

(A) Union of A and B (B) Complement of A and B (C) intersection of A and B D
(vi) B/A ⊆ _____

A
(A) B(B) A (C) Φ

(i) All the objects in a discussion belong; the given set is called _____
(A) Intersection (B) Universal set B
0
(ii) Is a _____.
0

(A) Positive integer (B) negative integer

(C) Rational number (D) none of these

Chapter no 2 Rational Numbers
(i) Sum of two natural numbers is always

(A) Product of number (B) natural number
p
(ii) Any number which can be expressed in the form q , where p and q are integers
B
and q ≠ 0 , is known as _____ page 10
(A) a rational number (B) odd number (C) Factor

(ii) Positive integers are all the whole numbers greater than. _____
A
(A) zero: {1, 2, 3, 4, 5, ...} (B) {-1, -2, -3, -4, -5, ...}

(iii) Negative integers are all the numbers _____
(C) Less than zero: -1, -2, -3, -4, -5, … (B) Less than zero: 1, 2, 3, 4, 5,
A
(iv) We do not consider zero to be a. _____
(A) Positive or Negative number (B) Positive (C) Negative A

(v) The number line is a line labeled with the integers in increasing order
from_____:

(A) Zero to right direction (B) Zero to left direction A

(vi) The number line is a line labeled with the integers in decreasing order
from_____:
B
(A) Zero to right direction (B) Zero to left direction

(vii) The number line is a line labeled with the integers in increasing order:
A
(A) That extends in both directions (B) Only to right direction
(viii) Fill in the blanks -5__ 5
A
(A) < (B) > (C) =
(ix) The sum of any two rational number is also a _____ B
(A) irrational number (B) rational number
(x) When zere is added to any rational number, the sum is the B
(A) Different Rational Number (B) Same Rational Number
(xi) The product of 1 and any rational number is equal to B
(A) 1 (B) the Same Rational Number (C) 0

(xii) numberator and denominator have no common divisor other than 1 and the A
denominator of the number is positive rational number is said to be _____
(A) Standard form (B) Irrational Form

(xiii) Arrange the following integer in the increasing order -3, 4, -1, 0, 2 B
(A) -1,-3, 0, 2, 4 (B) -3, -1, 0, 2, 4

(iv) -5/8 _____________ -3/4
(A) > (B) < (C) = (D) none of the

(v) Reciprocal of -3/4 x -5/-6 is:
(A) 15/24 (B) –15/24 (C) 24/15 (D) –24/15

(vi) Round off up to encircle digit 4.58 4 67 = __________

(A) 4.584 (B) 4.585 (C) 4.5846 (D) 4.5847

(fd) Round off 112.999 to nearest whole number_____

(A) 112.100 (B) 112.000 (C) 113 (D) 112.109

1
(da) = _____
6

(A) 0.177 (B) 0.666 (C) 0.616 (D) 0.1666

−3 6
(ss) =
? − 16
(A) 8 (B) -8 (C) 2 (D) –2

(ii) When each member of a set matches one and only one member of the other set, there is
___________ between the two set

(A) non equivalent (B) 1 – 1 correspondence

(C) union of sets (D) intersection

CHAPTER NO 3 DECIMAL NUMBERS
(i) If the division is exact i.e a zero remainder is reached then it is called _____
A
(A) A Terminating Decimal (B) Recurring
(ii) Decimal numbers having an infinite number of digits after the decimal A
point
are known as _____
(A) Terminating Decimals (B) Non Terminating
(iii) The common fractions of terminating decimals have the prime factors of the
A
denominator as only 2 or 5 or both and the equivalent decimal numbers are all
________

(iii) The common fractions of non terminating decimals do not have the prime A
factors of the denominator as only 2 or 5 or both and the equivalent decimal
numbers are all ________
(iv) Decimal point has been repeated are known as A
(A) Non terminating and recurring decimals.(B) None of these
(iu) Round off 112.999 to nearest whole number_____
(A) 112.100 (B) 112.000 (C) 113 (D) 112.109
(vi) Round off up to encircle digit 4.58 4 67 = __________
(A) 4.584 (B) 4.585
(C) 4.5846 (D) 4.5847
CHAPTER NO 4 SQUARE ROOTS OF POSITIVE INTEGERS
(i) 38416 =_____

(A) 269 (B) 296 (C) 691 (D) 196 A
(i) When a number is multiplied by itself, the product is known as the square of
that number. The number itself then called the _____
(B) Decimal product (B) square root of the product B
(ii) The square root of zero is _____
(A) Infinity (B) Zero itself (C) None of these C

CHAPTER NO 5 EXPONENTS
(ii) When adding integers with like signs (both positive or both negative), we add
their absolute values, and the _____ sign is taken up by the sum.
(A) Same (B) Different A
(iii) When adding integers of unlike signs, we take their absolute values, then
_____ the smaller absolute value from the larger one.
(D) sum (B Subtract (C) None of these
B

(iv) When adding integers of unlike signs, we take their absolute values, then
subtract the smaller absolute value from the larger one and give the result the
sign of the integer with _____ absolute value.
A
(A) Larger (B) Smaller

(v) The sum of two integers is also an _____
(A) Decimal (B) Integer B
(vi) The sum of two integers remains unchanged if _____
(A) They do no interchange their places (B) They interchange their
places B

(C) None of these
(vii) If zero is added to any integer, the sum equals to _____
(A) Integer itself (B) zero
A

(viii) For every integer, there exists an integer such that their sum is _____
(A) Zero (B) Infinity A
(viii) For every integer, there exists an integer such that their sum is zero. Each is
known as the _____of the other. A
(A) Additive inverse (B) Quotient

(ix) The product of two integers of like signs is a _____
(A) Negative Integer (B) Positive Integer B
(x) The product of two integers of unlike signs is a _____
(A) Negative Integer (B) Positive Integer A
(xi) The absolute value of the product of two or more integers is equal to the_____
(A) Product of their negative value (B) Product of their absolute values.
B
(xii) The product of two integers is also an _____
(A) Integer (B) Decimal A
(xiii) The product of two integers remains the _____they interchange their
places_____
(A) Same (B) Different
A
(xiv) The product of any integer with1 is the _____
(A) Zero (B) Integer itself (C) 1 B

(xv) The product of any integer with the zero is always _____
(A) Zero (B) Integer itself (C) Both A
(xvi) For integers of like signs the quotient is _____
(A) Negative (B) Positive B
(xvii) For integers of unlike signs the quotient is _____
(A) Negative (B) Positive A
−4 −8
(yu) ÷ =_____
13 39
3 −2 2 -3
(A) (B) (C) (D)
2 3 3 2

2 4
(rr) The reciprocal of × is
−3 −5
−8 15 8 8
(A) (B) (C) (D)
15 8 − 15 15
(ii) ( −5) 6 ÷ ( −5) 8 = _____
1 1
(A) − 5 14 (B) (C) − 5 48 (D)
52 5 −2
(iuo) + a ÷ ( −b) = _____
a b b a
(A) + (B) (C) − (D) −
b a a b
3
1 2 
(iu)  x  =_____
2 
3 2 1 6 3 6 1 6
(A) x (B) x (C) x (D) x
2 2 2 8
(iii) 3/4 + -2/5 = _________________
(A)–7/20 (B) +7/20 (C) 23/20 (D) 1 3/20
(iv) -5/8 _____________ -3/4
(A) > (B) <
(C) = (D) none of the
(v) Reciprocal of -3/4 x -5/-6 is:
(A) 15/24 (B) –15/24
(C) 24/15 (D) –24/15

CHAPTER NO 6 DIRECT AND INVERSE VARIATION

(i) There are two types of variation?

(A) Direct and inverse (B) straight and straight (C) direct and shortest
(i) Widow’s share is ____ of the property.
1 1 1
(A) (B) (C)
8 28 2

CHAPTER NO 7 PROFIT AND LOSS
(i) According to Islamic law, widow’s share in property is_____
1 1
(A) of property (B) of property
2 4

1 3
(C) of property (D) of property
8 4

C
(ii) If S.P is Rs 256 and profit is Rs 56 then profit %=______.

(A) 25% (B) 28% (C) 20% (D) 56%
(iii) The price at which we purchase a particular item is known as
B
(A) Selling price (B) Cost Price C
(iv) The price at which we sold a particular item is known as
A
(A) Selling price (B) Cost Price

(v) The formula of Profit =
(A) Selling price – Cost price (B) Cost price – Selling Price

(vi) Profit % =
profit loss profit
(A) x100% (B) x100% (C)
Cost Price Cost Price Cost Price A

(vii) Formula of Loss= ______
(A) Cost Price +Selling Price (B) Cost Price – Selling Price B
(viii) Formula of Loss percentage =_____
loss loss Profit
(A) (B) x100% (C)
Cost Price Cost Price Cost Price B
(ix) Formula of Cost Price =______
(A) Selling price +Loss (B) Selling price -Loss

(x) How much Zakat should be paid on yearly savings of Rs.25,000? A
(A) 250 (B) 500 (C) 625 (D) 600

(xI) The person who borrows money is known as the _____.
(A) creditor (B) debtor (C) principal (D) banker
(v) If C.P. = Rs 4,000, S.P. = 2,500, Loss = _______ .
(A) 1500 (B) 2000 (C) 1700 (D) 1800

CHAPTER NO 8 DISCOUNT
(I) A − P = _____
(A) r (B) I (C) t (D) M.P

(Ii) Discount is reduction made on _____
(A) S.P (B) Profit (C) C.P (D) M.P

(vii) Net selling price = M.P – ____________
(A) Profit (B) loss (C) discount (D) Profit %

(v) Discount is reduction made on _____

(A) S.P (B) Profit (C) C.P (D) M.P

(x) The reduction made on the marked price of an article is called ________:

(A) profit (B) discount (C) cost price (D) loss

CHAPTER NO 9 SIMPLE INTEREST
(ii) t = _________________.
p× ×
r t r×t I ×100 I×100
(A) (B) (C) p×r
(D) p× t
100 100

(ii) Interest = Amount - _____

P +
1× 100 10 ×100 P× ×
r t
(A) P ×t
(B) P + P × t
(C) Principal (D)
100

(iii) How much Zakat should be paid on yearly savings of Rs.25,000?
(A) 250 (B) 500 (C) 625 (D) 600
(iv) Rate of Zakat on yearly saving is _____
(A) 2.5% (B) 20.5% (C) 5.2% (D) 25.2%
(vii) Amount =
I×100 p ×r × t
(A) interest + principal(B) P + p ×t
(C) P + (C)
100
100 × I
P +
p× t

(xi) How much Zakat should be paid on a yearly savings of Rs 93800?
(A) 2345 (B) 2000 (C) 3000 (D)
9345

CHAPTER NO 10 ALGEBRAIC EXPRESSIONS
(i) A number that is placed before the variable is called _____
(A) Variable (B) coefficient B

(viii) The value of 2x changes or varies according to the value given to ‘x’, so x is
called a _____
(A) Variable (B) coefficient

(viii) An _____ consists of a single term or terms connected by operations of
addition and subtraction.Page65
(B) Means A
(ix) an _____ is either a numeral, a variable or a product of a numeral and one or
more variables.
(A) Algebraic expression (B) Means A
(ix) _____ is an algebraic expression consisting of one or more terms, in each of
which the exponent of the variable is zero or a positive integer.
(A) Exponents (B) Polynomials B

(i) A numeral without any variable is also called a _____
(A) Constant (B) variable A

(ii) A polynomial consisting of a single term is known as a _____
(A) binomial (B) Monomial B
(iii) A polynomial consisting of a two terms is known as a _____
(A) Binomial (B) Monomial A
(iii) A polynomial consisting of a three terms is known as a _____
(A) Trinomial (B) Monomial A
(v) Terms containing the same variables and the same corresponding exponents
are known as _____
(A) Like Term (B) unlike term A
(v) Terms containing the different variables and the different corresponding
exponents are known as _____
(A) Like Term (B) unlike term B
(vii) (x+y+z)÷a=x÷a+y÷a+z÷a this is known as ____Page73(book)
(A) Multiplicative law (B) Distributive Law
B
(iii) Any numeral, variable or combination of numberals and variables connected
by one or more the symbols ;+; or ;;-; is know as an ______
(A) Not a Algebraic Expression (B) Algebraic Expression B

(iv) In Algebraic Expression x, a+b, 2a-3b etc a and b are _____
(A) Terms of Expression (B) coefficient
A
(vii) If two terms differ only in their numberical or literal Coeffieients or do not differ
at all such that 2a, 5a,-4a, are know _____
(A) Unlike Terms (B) Like Terms B
(viii) Differing terms such as 2ab, -4bc, ac are know _____
(A) Unlike terms (B) Like terms
A
(xi) Like terms can be combined to give a single term.
(A) True (B) False (c) open statement
A
(x) Addition or subtraction cannot be performed with unlike terms
(A) True (B) False (c) open statement

(yy) Number of terms in expression 2x 2 y + 3 xy − 2x are _____ A

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

(i) In ax+b, a is a _____

(A) variable(B) constant (C) co-efficient (D) base

(ix) in x2, exponent is:

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

(i) In 2x, 2 is a:

(A) variable (B) constant (C) co-efficient (D) base

10/17 Note: If you find any mistake, please contact to your concern class teacher or you
can contact to me at facebook on my address. asadshafat@yahoo.com
CHAPTER NO Simple Algebraic Formulae
11 to 13
(i) (a+b) 2=_____
(A) a2-2ab+b2 (B) a2+2ab-b2 (C) a2+2ab+b2 (D) a2-2ab-b2
(ii) (a-b) 2= C
2 2 2 2
(A) a -2ab+b (B) 2
a +2ab-b 2
(C) a +2ab+b (D) a -2ab-b2
2

(ix) (a+b)(a-b)=_____ A
(A) a2+b2 (B) a -b2 2
B
(iii) 4a2-20ab+25b2

(A) 4a2-5b2 (B) (2a-5b)2(C) (2a-5b)(2a+5b) (D) (2a+5b)(2a+5b)

(xii) (2x2y-3xy2)(-2xy)

(A) -4x3y2+6x2 y3 (B) -2x2y2+4x2y2 (C) 2xy+6xy3 (D) 4x2y2+6x2y2

(xiii) The square of (3x+2) is_______

(A) (3x2 + 6x + 4) (B) 3x + 6x + 2(C) 9x2 + 2x + 4 (D) 9x2 + 12x + 4

(xiv) The factors of 81p2-49q2 are:

(A) (9p2 + 7q) (9p2 + 7p) (B) (9p2 – 7q2) (C) (9p-7q) (9p + 7q) (D) (9p2 + 7q2)

(xv) If 7x – 15 = 6, then x = _____

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

(xiii) -7x + 2 = 23 Then x = _____________.

(A) -3 (B) +3 (C) 25/-7 (D) -3 4/7

(xv) If 2x + 5 = 19n then x = ____________________ :

(A) 9 (B) 7 (C) 10 (D) 13

(xii) 16x2 - 8xy + y2 = _________________

(A) (4x – y)2(B) (4x + y)2(C) (4x – y)(4x + y) (D) (4x – 8y)2

(iii) 9x2 -12x + 4y2 = _____________________ :

(A) 9x2 – 4y2 (B) (3x – 2y2)

(C) (3x - 2y) (3x + 2y) (D) (3x + 2y) (3x + 2y)

(xii) 6 mn (2m – 3n) = ________________

(A) 6 m2n – mn2 (B) 12 m2n – 18 mn2

(C) 12 mn – 18 mn (D) –6 mn

(xiii) The square of (2a+1) is_______:

(A) (2a + 1)(B)2a2 + 1 (C) 4a2 + 4a + 1 (D) (2a2 + 1) (2a2 + 1)

(xiv) The factors of 4x4 – 81 are______:

(A) (2x2)2 + (9)2 (B) (2x2 + 9)

(C) (2x2 - 9) (2x2 + 9) (D) (2x + 9) (2x - 9)

CHAPTER NO 14 PERPENDICULAR AND PARALLEL
LINES
(i) Two lines are said to be perpendicular if the angle between them is a _____
(C) supplementary angle (B) Right angle B
(ii) Two lines on the same plane amy be such that they never meet is know as
_____ A
(A) Parallel lines (B) intersecting lines

(iv) Aline that cuts two or more lines at different points is called _____
(A) A transversal (B) parallel lines
A

(V) In above figure 1,2,7and 8 know as _____

(A)Exterior angles (B) interior angles
A

(Vi) In above figure 3,4,5and 6 know as _____

(A)Exterior angles (B) interior angles
B

B

(vii) In above figure 1,5:2,6: 3,7;4, 8 are the four pairs of _____

(B)Alternate angle angles (B) Corresponding angles
B

B

(viii) In above figure 3,6 and 5, 4 are the two pairs of _____

(A) Alternate angle angles (B) Corresponding angles
A

(IX) if two parallel lines are cut by a transversal, the corresponding angles thus formed, are
_____ in measure.

(A) Equal (B) different
A
(x) if a transversal cuts two parallel lines, then the alternative angles are _____ in
measure.

(A) Equal (B) different A
(xI) if a transversal cuts two parallel lines, the sum of the interior angles on the
same side of the transversal is equal to _____
(A) 360o (B) 180o
(xvi) If a transversal cuts two parallel line then the alternate
angles are _____ in measures.
(A) opposite(B) different
(C) equal (D) not equal

CHAPTER NO 15 CIRCLES
(i) _____ is traced by a point moving on a plane in such a way that its distance
from a fixed point on the plane remains constant
(A) radius (B) circle B
(ii) the distance of the moving point from the ficed point on the plane is the _____
of the circle. A
(A) radius (B) circle

(v) A line segment joining any two points on a circle is called a _____ of that
circle.
(A) Chord (B) Diameter
A
(vi) A chord that passes through the centre of a circle is called a _____ of that
circle.
(A) Diameter(B) Chord
A
(iv) Diameter of a circle is its ____
(A) Greatest chord (B) radius A
(v) the linear measure of the boundary (often called the perimeter) of the interir of
a circle is called its _____
(A) Circumference (B) circle

(vi) The region enclosed by an arc and the corresponding chord is called a
_______
B
(A) Radius (B) segment

(vii) Any chord divides a circular region into _____ segments. A

(A) Two (B) only one

(viii) The smaller segment is called the _____
A
(A) Minor segment (B) major segment

(ix) The larger segment is called the _____ B
A
(A) Minor segment (B) major segment
(x) Any tow distinct pints on the circle divide it into two parts. B
The smaller part is known as the ______

(A) Major arc (B) minor arc
(xi) Any tow distinct pints on the circle divide it into two parts. B
The greatest part is known as the ______

(A) Major arc (B) minor arc
(XII) Equal chords of a circle are _____ from the centre. B
A
(A) Equidistant (B) not Equal
(ix) The perpendicular, drawn from the centre of a circle to a chord, _____
A
(A) Do not bisects the chords (B) bisects the chords
(x) Equal chords of a circle subtend _____at the centre page 105(book)B

(A) Not equal angles (B) Equal Angles
(xi) Any diameter divides a circle into two equal parts’ each part is B
known as a _____

(A) Semi Circle (B) Full circle
(xvii) The _____ of a circle is its greatest chord. B
(A) Radius (B) Chord (C) Diameter (D) Segment

(xvi) A line that cuts two or more lines at different points is called a _________ :

(A) a transversal (B) parallel lines

(C) a perpendicular line (D) a diameter

(ii) The greatest chord of a circle is called the:

(A) radius (B) diameter (C) segment (D) arc

(xvii) A chord that passes through the centre of a circle is called __________ :

(A) radius (B) segment

(C) circumference (D) diameter

(xviii) A polygon is said to be _______ when the sides are equal:

(A) an equiangular(B) an equilateral (C) regular (D) vertices

(xviii) A polygon is said to be equiangular when all its angles are _____

(A) opposite (B) equal (C) not equal (D) vertical

(xvii) The _____ of a circle is its greatest chord.

(A) Radius (B) Chord

(C) Diameter (D) Segment

CHAPTER NO 16 GEOMETRICAL CONSTRUCTIONS
CHAPTER NO 17QUADRILATERALS
(i) A Simple Closed Figure Formed By Three Or More Line Segments, Is Known
as a ______
(B) Square (B) Polygon B
(ii) The angular points of a polygon are called its _____
(A)Vertices (B) parallel lines A
(vii) A polygon is said to be equilateral when all its sides are _____
(A) Equal (B) not equal
A
(viii) A polygon is said to be equiangular when all its angles are _____
(A) Equal (B) not equal
A
(iv) A polygon is said to be _____ if all its sides as well as its angles are equal.
(A) Regular (B) equiangular A
(v) A _____ is a closed figure.
(A) Quadrilateral (B) circle

(vi) A _____ of a quadrilateral is a line segment joining two non consecutive
vertices.
B
(A) parallel lines (B) Diagonal

(vii) A quadrilateral is a closed, _____sided plane figure A

(A) four (B) only one (C) three
(viii) _____ is a quadrilateral in which the opposite sides are parallel.
A
(A) parallelogram (B) kite
B

(ix) A _____ is a parallelogram in which all the four sides are equal.
A
(A) kite (B) rhombus
B
(x) A _____ is a parallelogram in which one angle is a right angle.

(A) rhombus (B) Rectangle
(xi) a _____ is a rectangle having four equal sides. B

(A) Square (B) rectangle ( C ) kite
B

(XII) A _____ is a quadrilateral having two and only tow sides parallel.
A
(A) Trapezium (B) kite
(i) An _____ is a trapezium in which the non-parallel sides are equal.
(A) Scalene trapezium (B) isosceles trapezium B
(ii) A _____ kite is a quadrilateral in which the two pairs of adjacent sides are
equal.page 117 (book) A
(A) kite (B) trapezium

(ix) Sum of the interior angles of a quadrilateral ABCD is _____
(A) 360o or four right angles. (B) 180o or supplementary
A
(iv) A ______________ is a parallelogram in which all the four sides are equal.
(A) rectangle (B) square (C) rhombus (D) kite

(vi) The sum of the angles of the quadrilateral is:
(A) 180o (B) 360o (C) 200o (D) 300o

CHAPTER NO 18 PERIMETERS AND AREAS
(i) The distance all around a shape is called its _____
(C) circumference (B) perimeter B
(ii) Perimeter of a parallelogram is _____
(A) 2(l+b) (B) 2(l-b) A
(x) Perimeter of a triangle is _____
(A) 2(l-b) (B) 2(l+b (c) a+b+c
A
(xi) The measure of the quantity of surface occupied by a figure is known as
its_____
(A) Area (B) circumference
A
(iv) The term _____ we mean a plane figure having only two dimensions, namely
length and breadth, but no thickness.page130 (book) A
(A) Surface (B) perimeter

(i) Area of rectangular is _____
(D) length + breath (B) length × breath B
(ii) Area of square is _____
(A) length × length (B) length × breath A
(xii) Perimeter of rectangular is _____
(E) 2(length +breath) (B) length × breath
A
(iv) What is the area of our walls _____
(A) 2h(length +breath ) (B) 2(length +breath ) A

(vi) The distance between any pair of perpendicular sides is known as the _____

(A) base (B) Altitude B

(vii) any one of the corresponding pair of parallel sides is called the ______ A

(A) base (B) altitude (C) perpendicular
(viii) Area of the parallelogram _____
A
(A) b x h (B) hxl

(ix) Area of a trapezium _____ B
1 A
(A) kite (B) 2
(sum of the parallel sides )x altitude
B
(x) A _____ is a parallelogram in which one angle is a right angle.

(A) rhombus (B) Rectangle
(xix) A _____ is a quadrilateral in which the two pairs of adjacent sides are equal. B
A) square (B) rectangle (C) rhombus (D) kite

(xviii) A polygon is said to be equiangular when all its angles are _____

(A) opposite (B) equal (C) not equal (D) vertical

(xix) The perimeter of a rectangle having sides 6 cm by 4 cm is:

(A) 20 cm (B) 20 cm2 (C) 30 cm (D) 10 cm

(xx) 1 m3 = _____:

(A) 102 cm2(B) 103 cm3 (C) 106 cm3 (D) 104 cm2

CHAPTER NO 19 SURFACE AREAS AND VOLUMES
(i) Solids differ from two – dimensional figures in that they occupy a certain
amount of space, which is called _____
(D) circumference (B) volume B
(ii) The length, breadth and height of a rectangular solid are called its ____
(A) dimensions (B) perimeter A
(xiii) Dimensions of a rectangular solid are not equal to one another, the figure is
called a _____
(A) cuboids (B) cube
A

(xiv) Dimensions of a square solid are equal to one another, the figure is called a
_____
(A) Cube (B) cuboids
A
(i) Volume of cuboids _____
(E) length + breath (B) length × breath × height B
(i) Volume of cube _____
(F) length + breath (B) length × length x length B

(i) Total surface area of a rectangular solid _____
(G) 2(lb + bh - lh) (B) 2(lb + bh + lh) B
(ii) surface area of a cube _____
A

(A) 6l2 (B) 2(lb + bh + lh)

(ii) Area of the floor + area of the four walls _____
(A) lb + 2(l+b)xh (B) 2(lb + bh + lh) A
(ii) Cost of any thing _____
(A) Rate x Area (B) 2(lb + bh + lh) A

(xx) Volume of a rectangular solid _____

(A) l x b x l (B) l x b x h (C) l x b x l (D) lxhxh

(xx) Volume of a cube = __________________.

(A)  xbxh (B) 3 (C) 2(  b +bh +  h) (D) 6 2

(viii) The elements of a quadrilateral are __________:

(A) four (B) six (C) eight (D) twelve

(ix) A triangle has __________ components.

(A) three (B) six (C) nine (D) twelve

Note: If you find any mistake, please contact to your concern class teacher or you can contact to
me at facebook on my address
asadshafat@yahoo.com

MCQ's for class 7th

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