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KTET Paper 1: Mathematics Test - 2 - KTET MCQ


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30 Questions MCQ Test - KTET Paper 1: Mathematics Test - 2

KTET Paper 1: Mathematics Test - 2 for KTET 2024 is part of KTET preparation. The KTET Paper 1: Mathematics Test - 2 questions and answers have been prepared according to the KTET exam syllabus.The KTET Paper 1: Mathematics Test - 2 MCQs are made for KTET 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for KTET Paper 1: Mathematics Test - 2 below.
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KTET Paper 1: Mathematics Test - 2 - Question 1

Directions: Answer the following question by selecting the most appropriate option.
A tank contains 240 litres(L) and 128 millilitres(mL) of milk, which can be filled completely in 16 same-sized jars. How much milk will be there in 22 such jars?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 1

Quantity of milk in 16 jars = 240 litres and 128 millilitres = 240.128 litres (As, 1 L = 1000 mL)
Quantity of milk in 1 jar = (240.128 ÷ 16) litres = 15.008 litres
Quantity of milk in 22 jars = (15.008 × 22) litres = 330.176 litres or 330 litres and 176 millilitres.

KTET Paper 1: Mathematics Test - 2 - Question 2

The simple interest on a sum of money ₹800 for 2 years at 5% p.a. is:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 2

Given,
Principal (P) = ₹800
Time (t) = 2 years.
Rate (r) = 5%p.a
We know, SI = (P×t×r)/100.
∴ SI = (800×2×5)/100
SI = ₹80
Hence, the correct answer is ₹80.

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KTET Paper 1: Mathematics Test - 2 - Question 3

A clock is set right at 10 p.m. It gains 12 minutes in 1 day. What it will be the correct time when it indicates 1 a.m.?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 3

Clock gains 12 minutes = 24 hours i.e. 1440 minutes.
Clock gains 1 minutes = 120 minutes.
i.e. 121 minutes = 120 minutes.
Now, from 10 p.m to 1 a.m = 3 hours = 180 minutes 
i.e. time loss = (120×180)/121 ≈ 178 minutes i.e. 2 hour. 58 minutes.
So the actual time is 12:58 a.m.
Hence, the correct answer is 12:58 a.m.

KTET Paper 1: Mathematics Test - 2 - Question 4

Mathematics involves the study of numbers, quantities, different patterns, sequences, etc. What is the nature of mathematics?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 4

Mathematics has a nature of logical thinking.

KTET Paper 1: Mathematics Test - 2 - Question 5

The NCF (2005) considers that Mathematics involves 'a certain way of thinking and reasoning. The vision can be realized by_____.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 5

One can involve a certain way of thinking and reasoning in mathematics by using exploratory learning that is an approach to teaching and learning that encourages learners to examine and investigate new material with the purpose of discovering relationships between existing background knowledge and unfamiliar content and concepts, by using maths manipulatives which make learning maths interesting and enjoyable. Give students the choice of working on a page of problems with colourful and interestingly shaped blocks, and there's no contest. By using real-life examples which can be linked with the maths concepts and by performing discussions in the classroom related to the mathematics topic.

KTET Paper 1: Mathematics Test - 2 - Question 6

Identify the incorrect statement with regard to teaching the concept of geometry at primary level.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 6

Mathematics helps an individual to understand the world around us by exploring the hidden patterns in a systematic and organized manner as it has universal applicability.

  • The concepts learned in mathematics are helpful to solve our daily-life problems, i.e., the knowledge of addition will help students while buying fruits or vegetables.
KTET Paper 1: Mathematics Test - 2 - Question 7

If you aspire to become a successful mathematics teacher, then how would you establish and check the interpersonal activities of your students?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 7

Making personal connection with others and solving real-world problems are the interpersonal skills of mathematics students.

KTET Paper 1: Mathematics Test - 2 - Question 8

In the figure, side of each square is 1 cm. The area, in square cm, of the shaded part is _____.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 8

Let the shaded part visualise and divide into two triangles as ΔABD and ΔBCD.

So, by adding the area of two triangles, we get the area of the shaded part in the given figure:
Area of the shaded part = Area of △ABD + Area of △BCD
= (1/2) × AB × BD + (1/2) × CE × BD
= (1/2) × 3 × 4 + (1/2) × 2 × 4 = 6 + 4 = 10 cm2
Hence, the area of the shaded part is 10 cm2.

KTET Paper 1: Mathematics Test - 2 - Question 9

Choose the correct option(s)-

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 9

Mathematics is a branch of science, which deals with numbers and their operations. It involves calculations, computations, solving problems, etc.

  • Mathematics is a subject of logic. Learning mathematics will help students to grow their problem-solving and logical reasoning skills.
  • Solving mathematical problems is one of the best brain exercises. 
  • It has a huge scope in every field of our life, such as medicine, engineering, finance, natural science, economics, etc. We are all surrounded by a mathematical world.
  • It involves calculations, computations, solving problems, etc. Its dictionary meaning states that ‘Mathematics is the science of numbers and space’ or ‘Mathematics is the science of measurement, quantity, and magnitude’.
  • The theories and concepts are given in mathematics help us understand and solve various types of problems in academic as well as in real-life situations.
  • It is exact, precise, systematic, and a logical subject.

Hence, we can conclude that the right answer to this question is all of the above.

KTET Paper 1: Mathematics Test - 2 - Question 10

A car travels from A to B and then to C. The car takes 3 hours to travel from A to B at an average speed of 42 km/hr. It travels 128 km from B to C at an average speed of 64 km/hr. If the car takes a total of 5 hours, what is the average speed of the car travelling from A to C?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 10

Distance between A and B = 3 × 42 = 126 km Distance between B and C = 128 km Total distance between A and C = 126 + 128 = 254 km Time taken in travelling from A to C = 5 hours Distance = Speed × TimeSpeed = 254 ÷ 5 = 50.8 km/hr.

KTET Paper 1: Mathematics Test - 2 - Question 11

(The smallest common multiple of 16, 20, and 36) ÷ (the largest common factor of 16, 20 and 36) is equal to:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 11

LCM(a, b) = (a × b) ÷ GCD(a, b)
Calculation:
Prime factorization of 16 = 1 × 24
Prime factorization of 20 = 1 × 22 × 5
Prime factorization of 36 = 1 × 22 × 32
The smallest common multiple(or LCM) of 16, 20 and 36 = 24 × 32 × 5 = 720
The largest common factor(or GCD) of 16, 20 and 36 = 22 = 4
According to question, 
720 ÷ 4 = 180 

KTET Paper 1: Mathematics Test - 2 - Question 12

If an operator ⊕ is defined as

  • 4⊕3=4+5+6
  • 5⊕4=5+6+7+8
  • 6⊕4=6+7+8+9

What will n⊕8 be equal to ?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 12

The working principle of this operator is like a pattern. The starting number before the operator denotes the starting number from where the sum will start. The number after the operator denotes the number of terms up to which summation will continue. Hence, the solution to n ⊕ 8 is
n+(n+1)+(n+2)+.......+(n+7) = (n+n+n+...8 times)+(1+2+.....+7) = 8n+28.

KTET Paper 1: Mathematics Test - 2 - Question 13

If the cost of 5 apples and 3 oranges is Rs. 210 and the cost of 4 apples and 2 oranges is Rs. 160, then how many apples can we buy with Rs. 120?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 13

Suppose the cost of one apple is x and that of one orange is y .
Therefore, by the given conditions:
5x + 3y = 210 ............. (1)
4x + 2y = 160 ..............(2)
Multiply equation (2) with 5 and subtract it from equation (1) after multiplication with 4,
Therefore,
20x + 12y = 840
20x + 10y = 800
- - -
_____________
2y = 40
y = 20
Therefore,
x = 


= 150/5 = 30
Therefore, the cost of one apple is Rs. 30.
Hence, with Rs.120 we can buy (120/30) = 4 apples.

KTET Paper 1: Mathematics Test - 2 - Question 14

The difference between the place value and the face value of 5 in 35362 is:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 14

In the number 35362, the number 5 is at the thousands place.
So, the place value of 5 x 1000 = 5000
The difference of the place value and the face value of 5 in the number is:
5000− 5 = 4995
Hence, the correct answer is 4995.

KTET Paper 1: Mathematics Test - 2 - Question 15

The length, breadth and height of a cuboidal box is 25 cm, 7.5 m and 85 cm. Find the volume of the box.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 15

Given:
Length of cuboid = 25 cm
Breadth of cuboid = 7.5 m
Height of cuboid = 85 cm
Formula Used:
The volume of cuboid = Length × Breadth × Height
1 m = 100 cm
Calculation:
1 m = 100cm 
7.5 m = 7.5 × 100 = 750 cm
The volume of cuboid = Length × Breadth × Height
⇒ The volume of cuboid = 25 × 750 × 85
⇒ The volume of cuboid = 1593750 cm3
∴ The volume of cuboid is 1593750 cm3
The correct option is 4 i.e. 1593750 cm3

KTET Paper 1: Mathematics Test - 2 - Question 16

Rubrics of assessment for the geometry lesson on points and lines in Class IV

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 16

Rubrics of assessment for the geometry lesson on points and lines in Class IV can differentiate between line and line segment, can mark a point and can draw a line segment of given length accurately.

KTET Paper 1: Mathematics Test - 2 - Question 17

The language of Mathematics is:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 17

The language of mathematics is always valuable for any section of science. It is heavily dependent on mathematical equations. Scientific ideas and data need mathematical analysis. It also enables the use of technology to open up new fields of investigation.
Every single syntax, vocab of this universal language is used to prove abstract ideas, theories of application, and their existence. For example, Cryptography which is the founding base of every little security that exists is based on mathematics. That is the language of mathematics in a nutshell.
Hence, the correct answer is "All of the above".

KTET Paper 1: Mathematics Test - 2 - Question 18

Which of the following statement does not contains nominal numbers?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 18

Mathematics includes the study of numbers, patterns, shapes, data, and statistics which helps an individual in solving and dealing with his real-life issues and problems.

  • Statistics deals with the collection, classification, and tabulation of numerical facts as the basis for explanation description, and comparison of the phenomenon.
KTET Paper 1: Mathematics Test - 2 - Question 19

The median of the first 10 odd numbers is

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 19

First 10 odd numbers are: 1, 3, 5, 7, 9, 11, 13, 15, 17, 19.
Here N = 10, which is an even number.
So, median = Mean of (n/2)th term + (n/2)+(1)th term
∴ Median = Mean of 5th term + 6th term

= 10

KTET Paper 1: Mathematics Test - 2 - Question 20

The sum of place value of 6 in 63606 is _____.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 20

In the given term,
The place value of 6 at first place in 60606 is once place.
63600+6=63606
The place value of 6 in second place in 63606 is hundreds place.
63000+606=63606
The place value of 6 in third place in 63606 is ten thousands place.
60000+3606=63603
Hence, the sum of place value all 6 in 63606 = 60000+600+6=60606.

KTET Paper 1: Mathematics Test - 2 - Question 21

The table given below shows the number of working days of a company in 5 years.

What are ratio of number of working days in year R to the number of working days in year T?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 21

Now, the ratio of the number of working days in year R to the number of working days in year T
⇒ 160 : 210 = 16 : 21
∴ The ratio of the number of working days in year R to the number of working days in year T is 16 : 21.

KTET Paper 1: Mathematics Test - 2 - Question 22

Akram was asked by his teacher about how he would get the area of a rectangle. Akram replied that the multiplication of length and breadth will give the area of a rectangle. Therefore, the questions that start by using the word "how" are

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 22

Questions which start with how, what, when, where and why are open-ended questions.

KTET Paper 1: Mathematics Test - 2 - Question 23

Students are asked to establish a relation between vertically opposite angles. They draw various figures, measure the angles and observe that vertically opposite angles are equal. In this case, students according to Van hie le thoughts are at _____.

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 23

According to van hiele theory states that how the young peoples learn geometry. According to van hiele theory, the students are at informal deduction level, because, at the informal deduction level the students are able to think about the fact that the angles opposite to each other when two line crosses. They are always equal and form when two lines intersect. And "vertical" refers to the vertex, means the cross.

KTET Paper 1: Mathematics Test - 2 - Question 24

Select the number from among the given options that can replace the question mark (?) in the following series.
86, 89, 95, 104, ?, 131, 149

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 24

The pattern followed here is:

Hence, '116' is the correct answer.

KTET Paper 1: Mathematics Test - 2 - Question 25

Most appropriate formative task to assess the students' understanding of data analysis is

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 25

Most appropriate formative task to assess the students' understanding of data analysis is survey-based project.

KTET Paper 1: Mathematics Test - 2 - Question 26

To introduce the concept of area, a teacher can start with:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 26

In order to introduce a concept of area, a teacher must start with the basic things and then slowly explain them by relating. The teacher must compare the area of any figure with the help of objects like pencil, notebook, etc, i.e., comparing it with the things that look alike and explaining to them so that they get a clear concept and have a better understanding. This method will help them to find the area of those objects also which are not so common as they will be able to imagine the things clearly.
Hence, the correct answer is, 'comparing the area of any figure with the help of different objects like palm, leaf, pencil, notebook, etc.'

KTET Paper 1: Mathematics Test - 2 - Question 27

Logarithm was invented by

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 27

Logarithms, a device used to simplify calculations by "turning" complicated multiplications and divisions into additions and subtractions. Since logarithms make the solution easier, therefore, their usability in daily life can be seen quite often such as computing compound interest.

KTET Paper 1: Mathematics Test - 2 - Question 28

Which activity is not involved in teaching of mathematics in class room?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 28

Activities involved in teaching of mathematics are Mathematics Quiz, Exhibitions and Mathematics Club activities etc.

KTET Paper 1: Mathematics Test - 2 - Question 29

Perimeters of a rectangle and a square are equal. The perimeter of the square is 96 cm and breadth of the rectangle is 4 cm less than one side of the square. Then two times the area (in square cm) of the rectangle is:

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 29

As given in the question the perimeter of the square is 96 cm.
⇒ 4a = 96
⇒ a = 24 (side of the square)
Now, as given in the question the breadth 'b' = 24 - 4
⇒ b =20 cm.
Now, using the formula for the perimeter of the rectangle
⇒ 2(l+b) = 96
⇒ (l+b) = 48
⇒ l +20 = 48
⇒ l = 28 cm. where 'l' is the length of the rectangle.
Now, using the formula for the area of the rectangle
⇒ l × b = 28 × 20
⇒ 560 square cm.
Therefore, two times the area of the square = 2 × 560
⇒ 1120  square cm.
Hence, the correct answer is 1120 square cm.

KTET Paper 1: Mathematics Test - 2 - Question 30

Out of the following, which of the option below not shows the characteristics of pupils with creativity in Mathematics?

Detailed Solution for KTET Paper 1: Mathematics Test - 2 - Question 30

Creativity has been described and defined in various ways. It is the ability to come up with or generate creative ideas and possibilities. It involves thinking in new and original ways to reach a solution.

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