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Worksheets5th grade maths
Total questions: 100
Worksheet time: 50mins
3450m=__km___m
3 km 400m
3km 430 m
3 km 450 m
Distance covered to complete one round of the park is 500 m find the distance covered to complete 7 rounds of the park?
3500
3100
4020
Height of a tree
M
KM
MM
Compare the units of length by using >, < or =
19 km [__] 20,000 m
>
<
=
Find the Boundary
51
54
52
If the distance of my school to home is 9 KM,then the distance in meters is ___
2000 M
4000 M
9000 M
I am an odd number. Take away one letter and I become even. What number am I?
(a)
What is the time shown?
20 minutes past 8
half past 8
twenty to 4
4:80
How many blocks would there be?
7
8
9
6
When I was 6 years old, my sister was half my age. Now I am 50 years old.
How old is my sister now?
25
3
47
6
Comparing two quantities by Division is called _____
Percentage
Ratio
Linear Equation
None of these
The order of the terms in a ratio is important.
True
False
First Term of a ratio is called _______.
Antecedent
Consequent
Percent
Simple Interest
Second term of a ratio is called ______.
Antecedent
Consequent
Compound Interest
Proportion
Product of Extremes = Product of ______.
Line segment
Ratio
Means
Percent
A statement of Equality of Ratios is called ______.
Unitary Method
Extremes
Means
Proportion
Are the following numbers in PROPORTION?
22, 33, 16, 24
Yes
No
Are the following numbers in Continued Proportion?
36, 90, 75
Yes
No
Comparing two quantities by Division is called _____
Percentage
Ratio
Linear Equation
None of these
The order of the terms in a ratio is important.
True
False
First Term of a ratio is called _______.
Antecedent
Consequent
Percent
Simple Interest
Second term of a ratio is called ______.
Antecedent
Consequent
Compound Interest
Proportion
Product of Extremes = Product of ______.
Line segment
Ratio
Means
Percent
A statement of Equality of Ratios is called ______.
Unitary Method
Extremes
Means
Proportion
Are the following numbers in PROPORTION?
22, 33, 16, 24
Yes
No
Are the following numbers in Continued Proportion?
36, 90, 75
Yes
No
Fill in the blank so that the four numbers are in proportion:
32, __, 6, 12
28
34
64
90
Cost of 5 pizzas is ₹725 and 6 pastries is ₹210. If I want to purchase 3 pizzas and 12 pastries, how much should I pay?
₹900
₹855
650
610
Ratio to Percentage
11:50 = ____%
11%
20%
22%
56%
Find the value of (3 whole 1/3) % of 180 km
540 km
6 km
20 km
None of these
Find the value of 10% of 100% of 60% of 540
32.4
60.01
83.4
10.34
What percent of One score is One dozen?
30%
40%
50%
60%
Subtract 20% of 500 from 100
99
60
0
1
Mr. Gupta purchases a house for ₹250,000 and spends ₹50,000 on repairs. If he sells the house for ₹400,000, find his gain/loss percent.
Profit by 100/3%
Profit by 60%
Loss by 10%
None of these
A dealer buys an old car for ₹80,000. He repairs it and sells it at an increase of 10%. What is the selling price of the car?
₹90,000
₹88,000
₹85,000
None of these
The MONTHLY salary of Mohan is ₹950. If his salary increases by 6%, find his new ANNUAL salary.
₹1007
₹12084
₹18098
₹2210
Find the amount Meena gets on depositing ₹1500 at 8% per annum for 73 days.
₹1820
₹1524
₹1563
₹1762
What is 12% of 0.5 m? (MORE THAN ONE ANSWER)
0.06 m
6 cm
95 cm
23 m
When letters of alphabet represent numbers, they are called __________.
Statistics
Ratio
Algebra
Literal Numbers
The first person to develop algerbraic method of problem solving was ________. He is also called the "Father of Algebra".
Benjamin Franklin
Francois Viete
Aryabhatta
None of these
Is (2x)3 equal to 2x3 ?
Yes
No
A quantity which doesn't change its value is called _______.
Perimeter
Variable
Constant
Expressions
A quantity whose value varies is called _______.
Variable
Constant
Literal number
Area
Write the exponential form of (-a) × (-a) × (-a) × ..........18 times
(-a)18
-a18
a18
None of these
Find the coefficient of y in y
0
1
y
No coefficient
Identify the following statements as constants or variables.
(i) Number of days in February.
(ii) Degrees in a Reflex angle
(i) Constant
(ii) Variable
(i) Variable
(ii) Constant
Both Variable
Both Constant
A combination of numbers, literal numbers and fundamental operations is called an ____________.
Algebraic Expression
Term
Equation
Interest
In a bus x passengers have taken tickets of ₹5 each and y passengers have taken tickets of ₹10 each. Find the total number of passengers and total fare received by the conductor.
10, ₹ 150
5x, ₹ 30x
x+y, ₹ (10y + 5x)
5x + 5y, ₹ (5y + 10x)
A statement of equality which contains literal numbers (variable) is called an _________.
Equation
Literal numbers
Percentage
Algebra
An equation in which the power of the literal number (variable) is one is called a __________.
Equation
Linear Equation
Percentage
Algebra
Find the value of the variable by solving the equation of the statements:
(i) 2 subtracted from twice the number x is equal to 10
(ii) Six times the number y is 3 more than itself
(i) x = 9
(ii) y = 2
(i) x = 4
(ii) y = 3/5
(i) x = 9
(ii) y = 8/5
(i) x = 10
(ii) y = 0
Solve the equation: 5y + 10 = 4y - 10
y = 20
y = -20
y = 60
y = 0
What can 5x - 29y + 3x - 12z named as?
Monomial
Binomial
Trinomial
Quadrimonial
A part of a line having two end points and a definite length is called _______.
Ray
Angle
Line
Line Segment
How many line segments are there in the given figure?
5
6
9
7
There are five points on a sheet of paper, such that no three of them are collinear. What is the number of line segments that can be drawn by joining the points in pairs?
5
6
2
10
In the given figure, the number of line segments is __.
5
1
10
6
One end point of a line segment AB is against the mark 2 and other at mark 9 of a scale. What is the length of segment AB?
6 cm
7 cm
9 cm
11 cm
The number of diagonals in a pentagon is -
2
3
4
5
How many angles are there in the given figure?
6
4
8
7
Standard unit of an angle is _____.
Celcius
Degree
Fahrenheit
Percent
An angle whose measure is more than 180 degree and less than 360 degree is known as _____.
Acute
Right
Complete
Reflex
In the given figure, name the points that lie in the interior of the angle.
A, M, C, Y
P, Y, R, B
P, X, M, L
X, L, M, Y
The interior of an angle along with the angle itself is called the ______ of the angle.
Interior Region
Angular region
Outer Region
Adjacent
Write the kind of angle formed between the following directions.
(i) North and South
(ii) North and North-West
(iii) South and North-East
(i) Straight Angle
(ii) Acute Angle
(iii) Obtuse Angle
(i) Reflex Angle
(ii) Complete Angle
(iii) Acute Angle
(i) Acute Angle
(ii) Reflex Angle
(iii) Obtuse Angle
None of these
Are the Two Angles Adjacent?
Yes
No
The words adjacent, linear pair, complementary, supplementary, vertically Opposite are used only for how many ANGLES?
3
1
2
No limit
(Any number)
How many pairs are there of:
(i) Linear pair?
(ii) Adjacent Angles?
(iii) Vertically Opposite Angles?
(i) 2
(ii) 8
(iii) 10
(i) 7
(ii) 3
(iii) 0
(i) 8
(ii) 8
(iii) 4
None of these
Select the correct statement for the given figure.
(MORE THAN ONE CORRECT)
Angles 1 and 3 are Adjacent Angles
Angles 6 and 8 are Vertically Opposite Angles
Angles 4 and 3 are Linear Pair
Angles 5 and 8 are Interior angles
Angles 6 and 7 are adjacent angles.
A line which intersects two or more given lines at different points is called ______ of the given lines.
Parallel
Transversal
Intersecting line
Concurrent line
When a transversal intersect two lines in a plane, ___ angles are formed.
4
6
8
10
The angles that lie between the two lines intersected by a transversal line are called as _____ angles
Exterior
Interior
Vertically Opposite
Corresponding
Name the type of angle using by the given statements.
(i) These angles lie on the same side of the transversal.
(ii) In each pair, one will be an exterior angle and the other will be an interior angle.
Vertically Opposite angles
Corresponding angles
Exterior angles
Interior angles
Name the type of angle by the given statements
(i) These angles lie on the opposite sides of the transversal.
(ii) In each pair, both the angles are either exterior or interior angles
Alternate Angles
Exterior angles
Corresponding Angles
Vertically Opposite Angles
Name two pairs of Alternate Interior Angles.
Angles (1, 2), (7, 5)
Angles (1, 5), (2, 6)
Angles (1, 5), (2, 3)
Angles (4, 7), (1, 3)
Name all the transversals to the segments AC and FD.
AF, BE, CA
AF, CB, BE
AF, BE, CD
FE, ED, BC
How many pairs of alternate angles are there?
3
5
2
6
The triangle with all the sides equal is known as ______ triangle.
Isosceles
Obtuse Angles
Scalene
Equilateral
The triangle whose any one angle is obtuse is known as .
Obtuse Angled Triangle
Equilateral Triangle
Acute Angled Triangle
Isosceles Triangle
Number of triangles in the figure is -
7
3
5
8
Name the opposite side of point Z.
XY
XZ
YZ
All of these
A triangle can have how many exterior angles?
3
4
6
9
Write the Points in the Triangular Region.
(Write in Alphabetical way)
[Ex: M, X, Y, (a) Likewise]
In the given figure, find the sum of angles A, B, C, D, E, F.
270°
180°
360°
90°
The plane figure which isn't made of any line segment is known as _____
Square
Circle
Triangle
Parallelogram
Half of a circle is known as _____.
Half-Circle
Semi-circle
Tangent
Radius
One-fourth/Quarter of a circle is known as (a) .
____ is a line segment joining the center of a circle to any point on the Circle.
Radius
Perimeter
Diameter
Other
A ____ is a line segment whose end points lie on the circle.
Diameter
Radius
Chord
Arc
An _____ is a part of a circle
Quadrant
Arc
Semi-Circle
Chord
The arc which is smaller than the arc of Semi-Circle is known as _____.
Major Arc
Minor Arc
Chord
Diameter
Circumference of a circle is 44 cm. Find the Circumference of Quadrant of the circle.
22 cm
25 cm
11 cm
15 cm
In this circle,
(a) MN and XY are ____
(b) XN and MY are ____
(c) OX and OM are ____
(a) Diameters
(b) Chords
(c) Arcs
(a) Chords
(b) Diameters
(c) Radii
(a) Arcs
(b) Chords
(c) Radii
None of these
State true or false
The product of any number and zero is always zero.
True
False
True or false
The product of any number and 1is always the number itself.
True
False
Express as percentage!
5 out of 100 .... %
100 %
50 %
20 %
5 %
What percentage of each whole is shaded?
20 %
22 %
25 %
27 %
1009 =⋯
Express the fractions as percentage!
9 %
90 %
0.9 %
100 %
Use =,>,< to make the statement correct!
25 % . . . 105
=
>
<
2 : 5
What is the equivalent ratio for this ratio?
3 : 6
4 : 10
4 : 7
3 : 10
