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KTET Paper 1: Mathematics Test - 5 - KTET MCQ


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30 Questions MCQ Test KTET Mock Test Series 2024 - KTET Paper 1: Mathematics Test - 5

KTET Paper 1: Mathematics Test - 5 for KTET 2024 is part of KTET Mock Test Series 2024 preparation. The KTET Paper 1: Mathematics Test - 5 questions and answers have been prepared according to the KTET exam syllabus.The KTET Paper 1: Mathematics Test - 5 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 - 5 below.
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KTET Paper 1: Mathematics Test - 5 - Question 1

Directions: Answer the following question by selecting the most appropriate option.
The number of books to be packed in wooden boxes is 10,290. If 98 books can be packed in one box and the cost of one box is Rs. 518, then the total cost of boxes needed for this purpose is

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

Number of wooden boxes required to pack 10,290 books = 10290/98 = 105
Cost of 105 boxes = 105 x 518 = Rs. 54,390.

KTET Paper 1: Mathematics Test - 5 - Question 2

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 - 5 - Question 2

Given that,
4□3=4+5+6
5□4=5+6+7+8
6□4=6+7+8+9
So, we can see the left operand defines the starting number for the summation.
The right operand defines the number of consecutive digits that are being added.
∴ n□8
= n+(n+1)+(n+2)+(n+3)+(n+4)+(n+5)+(n+6)+(n+7)
= 8n+28.
Hence, the correct answer is 8n+28.

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KTET Paper 1: Mathematics Test - 5 - Question 3

  • I am a 2-digit number.
  • The digit in the tens place is an even prime number.
  • The sum of the digit is 9.

The number is

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 3

Concept used: 
Prime number:- The number which is divisible by one and itself 
Ex:- 2, 3, 5, 7 etc
2 is the even prime number 
Calculation:
Sum of the digit = 9
Tens digit + Unit digit = 9
⇒ 2 + Unit digit = 9
⇒ Unit digit = 7
∴ The number is 27.

KTET Paper 1: Mathematics Test - 5 - Question 4

Mathematics provides its various support and assistance in daily life problems. The application of mathematics provides

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 4

The application of mathematics provides us with precise and real values to questions that are reliable in nature.

KTET Paper 1: Mathematics Test - 5 - Question 5

The most appropriate strategy that can be used to internalize the skill of addition of money is:

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

Role-play is one of the types of method of instruction in the field of addition that meets these needs like; individuals take on the roles of other people and act out the others feelings, thoughts, and behaviour by assuming or dictating as same as others.

KTET Paper 1: Mathematics Test - 5 - Question 6

A child has learned the fundamentals skills of mathematics and applies the same whenever he goes to a stationary store. Which aspect of mathematics he is using in this case?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 6

Mathematics is a study of patterns, numbers, geometrical objects, data, and information. It deals with data analysis, integration of various fields of knowledge, involves proofs, deductive and inductive reasoning, and generalizations.

  • The teaching of mathematics should be done in the way, in which a student learns the best i.e., following the child-centred approaches by engaging students actively in the learning process.
  • The teacher should focus more on providing practical exercises and abstract knowledge to students to foster their individualized discovery-oriented learning.​
KTET Paper 1: Mathematics Test - 5 - Question 7

Which of the following is/are incorrect for any rational number x?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 7

For each rational number x, one and only one of the following statements holds:
(i) x > 0
(ii) x = 0
(iii) x < 0
Therefore, all of the above options are incorrect.

KTET Paper 1: Mathematics Test - 5 - Question 8

The Number of hours and minutes from 6:14 a.m. to 8:02 p.m. On the same day is _____.

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 8

Let us convert the given time according to the 24 hours clock system:
So,8.02 p.m + 12 : 00 = 20 : 02
According to the question,
20 : 0.2 − 6 : 14 = 13 hours and 48 minutes

KTET Paper 1: Mathematics Test - 5 - Question 9

Which of the following statements is true with respect to the objectives of mathematics at the primary level?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 9

Mathematics is the study of numbers, shape, quantity, and patterns. Mathematics is the ‘queen of all sciences’ and its presence is there in all the subjects. 

  • The teaching of mathematics should be done in a pre-defined order that is psychologically organized as per the needs of the students. 
  • An objective in teaching may better be defined "as the desired change in behavior in a person that we try to bring about through education". 
KTET Paper 1: Mathematics Test - 5 - Question 10

There are 660 students in a school. Two-thirds of them are boys. Three-fourths of the number of boys are players and one-fourth of the girls are players. What is the total number of players in the school?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 10

Number of boys in the school = 2/3 x 660 = 440
Number of girls in the school = 660 - 440 = 220
Number of players who are boys = 3/4 x 440 = 330
Number of players who are girls = 1/4 x 220 = 55
Total number of players = 330 + 55 = 385

KTET Paper 1: Mathematics Test - 5 - Question 11

Isosceles trapezium have how many lines of symmetry?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 11

Symmetry:- The state of having two halves that match each other exactly in size, shape, etc.
The imaginary line or axis along which you can fold a figure to obtain the symmetrical halves is called the line of symmetry.
Calculation:

∴ Isosceles trapezium has one line of symmetry.

KTET Paper 1: Mathematics Test - 5 - Question 12

407928 is read as:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 12

To read any big number just follow the basic rules of writing any number. The least significant bit represents the unit place digit, then tens place, then hundred's place, then thousand and so on. Hence. unit place digit = 8, ten's place = 2, hundred's place = 9, thousand's place = 7, ten thousand's place = 0, lakh place = 4. Hence, the answer will be four lakh seven thousand nine hundred twenty-eight.

KTET Paper 1: Mathematics Test - 5 - Question 13

There are 1320 people in a village. The city`s two-thirds population comprises males. Three-fourths of the males are farmers. One-fourth of the females are farmers. The total number of farmers in the village is

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 13

Total population of the village = 1320
Number of males in the village = (2/3) x 1320 = 880
Number of females in the village = 1320 - 880 = 440
Number of males who are farmers = (3/4) x 880 = 660
Number of females who are farmers (1/4) x 440 = 110
Therefore,
Total number of farmers in the village = 660 + 110 = 770

KTET Paper 1: Mathematics Test - 5 - Question 14

Proficiency in Mathematical language in classroom can be enhanced by presenting the problems in the following sequence:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 14

In order to enhance proficiency in Mathematical language, the problems should be presented in the following sequence:
Everyday Language means the unique way of explaining the problem in simple language. Mathematized situation language involves technical and subjective terminologies of that problem. Language of Mathematical problem-solving involves formulas and steps involved to solve that problem. Symbolic Language means the use of characters, signs, short forms, or images to represent concepts.
Hence, the correct answer is, 
'Everyday language → Mathematized situation language → Language of Mathematical problem-solving → Symbolic language'.

KTET Paper 1: Mathematics Test - 5 - Question 15

What number should be subtracted from the product 1109 x 505 so as to get 505050 ?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 15


Let x be subtracted 560045 to get 505050
⇒ 560045 - x = 505050
⇒ x = 560045 - 505050 ⇒ x = 54995

KTET Paper 1: Mathematics Test - 5 - Question 16

Which of the following ICT tools can be effectively used for exploratory tasks in a geometry class?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 16

GeoGebra is an interactive geometry, algebra, statistics and calculus application that is intended for learning and teaching mathematics and science from primary school to university level. GeoGebra is available on multiple platforms with its desktop applications for Windows, macOS and Linux, with its tablet apps for Android, iPad and Windows and with its web application based on HTML5 technology. It is an ICT based tool.

KTET Paper 1: Mathematics Test - 5 - Question 17

To introduce the concept of fractions, a teacher can begin with:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 17

In a fraction, be it mixed or straight one needs to understand the concept about the denominator and numerator. They also need to understand how these two work and how a fraction is different from a whole number. So, identifying the fractional part of a number is the stepping stone of introducing the concept of fractions.
Hence, the correct answer is "Identifying fractional parts of things around them".

KTET Paper 1: Mathematics Test - 5 - Question 18

In which class a child identifies basic 3D-shapes such as cuboid, cylinder, cone and sphere by their names?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 18

Learning outcomes describe the knowledge or skills a student should have attained by the end of a particular time period as a result of various assignments, courses, classes, or programs.

KTET Paper 1: Mathematics Test - 5 - Question 19

Mr. Banvari Lal has just started his teacher career. He is a teacher of Maths. After delivering lecture to a few classes, he noticed that many of the students are not showing interest in learning Maths. Therefore, he started finding new ways to teach Maths and to create the interest of students in the subject. You are required to help the Mr. Lal by selecting the appropriate alternative that will be useful for teaching Maths.

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 19

All the mentioned approaches are used to teach the concept of Maths.

KTET Paper 1: Mathematics Test - 5 - Question 20

How many 1/8's are in 1/2?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 20

Let's consider 1/2 is 'n' times 1/8.
n x (1/8) = 1/2
So,
n = (1/2) x 8 = 4
Hence, 4 times of (1/8) is equal to (1/2).

KTET Paper 1: Mathematics Test - 5 - Question 21

What time is 4 hrs 59 minutes before 2:58 p.m.?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 21

Given:
The time = 2:58 p.m.
Concept:
1 hour = 60 minutes
Calculation:
⇒ 2 hours 58 minutes = (2 × 60) + 58 = 120 + 58 = 178 minutes
⇒ 4 hours 59 minutes = (4 × 60) + 59 = 240 + 59 = 299 minutes
⇒ The difference between them = 299 - 178 = 121 minutes or (2 hours 1 minutes)
⇒ Now this 2 hours 1 minutes will be before 12 p.m. then, 
⇒ Required timing = (12 × 60) - 121 = 720 - 121 = 599 or (9 hours 59 minutes)
∴ The required result will be 9 : 59 a.m.

KTET Paper 1: Mathematics Test - 5 - Question 22

A car takes 2 hours less to cover a distance of 300 km when the speed is increased by 5%. Then, the usual speed is

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 22

Suppose usual speed is x km/hr
Therefore,
The new speed is ( x + (x/20))= 21x/20 km/hr
Now,
Time taken to cover the distance with the usual speed = 300/x
Time taken to cover the distance with the new speed =  
By the given condition,

KTET Paper 1: Mathematics Test - 5 - Question 23

In class the teacher asked the student to define a quadrilateral in different ways- using sides, using angles, using diagonals, etc. The teacher's objective is to _____.

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 23

By asking the students to define a quadrilateral in different ways the teacher wants the students to learn the whole concept about a quadrilateral as the value of sides of a quadrilateral, angles made in a quadrilateral and the value of diagonals etc. So, the students understand all prospectives of the quadrilateral.

KTET Paper 1: Mathematics Test - 5 - Question 24

Fill in the blanks 
The least number by which 125 be multiplied to make it a perfect square is _____________.

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 24

To make it a perfect square, we have to make pairs of its prime factors
125 = 5 × 5 × 5
Here, we have to multiply it with 5 to make two pairs of 5
125 × 5 = 625
625 = 5 × 5 × 5 × 5.
Hence, the least number is 5.

KTET Paper 1: Mathematics Test - 5 - Question 25

While teaching the addition of fractions, it was observed by Mr. Singh that the following type of error is very common: 2/3 + 2/5 = 4/10.
Mr. Singh should take the following remedial action:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 25

The teacher can help the child to understand the concept of LCM i.e., by using different teaching styles or teaching LCM again using different teaching materials. She can give extra revision of the concept of LCM. The teacher conducts several drill exercises and special practice exercises to help the students in acquiring a certain level of knowledge in a particular subject.

KTET Paper 1: Mathematics Test - 5 - Question 26

Look at the following table:

Which bus takes the least time to reach Mathura from New Delhi?

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 26

To find which bus takes the least time to reach Mathura from New Delhi we just need to find the difference in times of departure and Mathura arrival of all the buses and then compare them.
Bus 1 = (24:40 − 19:15)  = 5 hr 25 min
Bus 2 = (18:10−12:30) = 5 hr 40 min
Bus 3 = (21:55 − 16:45) = 5 hr 10 min
5 hr 10 min < 5 hr 25 min < 5 hr 40 min.

KTET Paper 1: Mathematics Test - 5 - Question 27

Identify the incorrect statement.

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 27

Mathematics is based on practical usability in all aspects of life as it applies in every aspect of our life from buying clothes to sharing and making our food. 

  • Mensuration is that part of mathematics which has very vast applicability in our life. 
  • It deals with quantifying and estimating different types of geometric figures and their attributes such as length, volume, shape, perimeter, area, etc.
KTET Paper 1: Mathematics Test - 5 - Question 28

Achievement test are generally conducted to assess the acquired knowledge and skills of a candidate. The main objective of achievement test is:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 28

Unlike an aptitude test that measures an ability of learning something, achievement test measures the overall knowledge of candidate on specific field. The most common exam of such a test is SAT.

KTET Paper 1: Mathematics Test - 5 - Question 29

Children at the primary stage are able to classify the given shapes based on their appearance. According to Van Hiele levels of geometry, they are at:

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 29

The Van Hiele propounded the Model of Geometry Thinking. He has given five stages: Visualization, Analysis, Abstraction, Deduction, Rigor Children at the primary stage are ready to classify the given shapes that supported their appearance. According to Van Hiele's levels of geometry, they are at the Visualization stage. At this stage, children start comparing figures with their prototypes or everyday things (it looks like a ball.)
Hence, the correct answer is, 'Visualization stage.'

KTET Paper 1: Mathematics Test - 5 - Question 30

Which of the following are the broad and narrow objectives of mathematics education?
I. Customization
II. Use of heuristics.
III. Approximation and Presumption
IV. Representation

Detailed Solution for KTET Paper 1: Mathematics Test - 5 - Question 30

The National Curriculum Framework 2005, defines the aims of learning mathematics as broad and narrow aims.

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