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KTET Paper 2: Science and Mathematics Test - 3 - KTET MCQ


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30 Questions MCQ Test KTET Mock Test Series 2024 - KTET Paper 2: Science and Mathematics Test - 3

KTET Paper 2: Science and Mathematics Test - 3 for KTET 2024 is part of KTET Mock Test Series 2024 preparation. The KTET Paper 2: Science and Mathematics Test - 3 questions and answers have been prepared according to the KTET exam syllabus.The KTET Paper 2: Science and Mathematics Test - 3 MCQs are made for KTET 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for KTET Paper 2: Science and Mathematics Test - 3 below.
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KTET Paper 2: Science and Mathematics Test - 3 - Question 1

A shopkeeper sold an article offering a discount of 5% and earned a profit of 23.5%. What would have been the percentage of profit earned if no discount was offered?

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

Let C.P. be Rs. 100.
Then, S.P. = Rs. 123.50
Let marked price be Rs. x.
Then, (95/100) x = 123.50
x = 12350/95 = Rs. 130
Now, S.P. = Rs. 130
C.P. = Rs. 100
Profit % = 30%

KTET Paper 2: Science and Mathematics Test - 3 - Question 2

The area of a square is 16/π of the area of a circle. The ratio of the side of the square to the diameter of the circle is

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

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KTET Paper 2: Science and Mathematics Test - 3 - Question 3

What is the number of particles present in 10 g of calcium atoms?

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

The number of atoms = (given mass/molar mass) x Avogadro number
N = (10/40) x 6.022 x 1023
N = 1.5 x 1023

KTET Paper 2: Science and Mathematics Test - 3 - Question 4

In the figure, if CD || EF || AB, then find the value of x-

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 4

Given :
CD || EF || AB , in the figure
Concept used :
The sum of adjacent angles between two parallel lines is 180°
Calculation :
In quadrilaterals CEFD,
∠E+∠F+∠ECD+∠D = 360
∠C = 360−(140+2y+x)
∠ECD = 220−2y−x
As CD || AB,
∠ABC=∠BCD=70°
∠BCD = ∠ECD + ∠BCE = 70° 
⇒ 220 - 2y - x + y = 70°  
⇒ x + y = 150°    -----(1)
As  EF || AB,
So, 2y + x = 180°  -----(2)
On solving (1) and (2), we get
x = 120° and y = 30°
∴ The answer is 120°.

KTET Paper 2: Science and Mathematics Test - 3 - Question 5

Meaning of the word 'Heurisco' is

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 5

Heuristics: The word "heuristic" is derived from the Greek word "Heurisco" meaning "I find out" 

  • Heuristic Method" is one in which the students are left to find out things for themselves.
  • The heuristic method is a method of teaching which involves placing children as far as possible in the attitude of a discoverer.
  • In the heuristic method, the teacher is a guide and also a working partner.
  • As a friend of students, this teacher should proceed on the way to discovering facts.
  • He is to see that this classroom is pervaded by an atmosphere of freedom and that the work provided to the students encourages self-development, spontaneity, and self-expression.
KTET Paper 2: Science and Mathematics Test - 3 - Question 6

In a triangle, angle A measures 60°. What is the measure of the adjacent angle to A, and what is it called?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 6

Concept used:
Supplementary angles are those angles that sum up to 180 degrees. For example, angle 130° and angle 50° are supplementary angles because sum of 130° and 50° is equal to 180°
Calculations:
In a triangle, if angle A measures 60°, the measure of the adjacent angle to A is 120°.
These angles are called supplementary angles.
Hence, Option 2 is Correct.

KTET Paper 2: Science and Mathematics Test - 3 - Question 7

A question and two statements are given. Decide which of the statement(s) is/are sufficient to answer the question.
Question:
Nitara has 20 colored pencils of four different colours. How many black pencils does she have?
Statements:
1. It has 5 red colored pencils.
2. She has 4 blue colored pencils.
3. The number of green pencils is twice that of blue pencils.

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 7

Given:
Nitara has 20 pencils of 4 different colours
1. Nitara has red coloured pencils = 5
2. Nitara has blue coloured pencils = 4
3. Number of green coloured pencils = Twice that of blue coloured pencils
Calculation:
According to the question
Number of green coloured pencils = twice that of blue coloured pencils = (2 × 4)
⇒ 8
So, Number of black coloured pencils = [20 – (5 + 4 + 8)]
⇒ (20 – 17)
⇒ 3
∴ Statements 1, 2 and 3 all together are sufficient.

KTET Paper 2: Science and Mathematics Test - 3 - Question 8

The value of 8 + (1/2 + 1/4) x 16 is:

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 8

8 + (1/2 + 1/4) x 16
Concept:

Calculation

⇒ 8 + 12
⇒ 20
∴ The value of  8 + (1/2 + 1/4) x 16 is 20.

KTET Paper 2: Science and Mathematics Test - 3 - Question 9

Which of the following disease is caused by vitamin D deficiency?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 9

Vitamin-D:

  • The chemical name of Vitamin D is Cholecalciferol.
  • Its deficiency causes rickets.
  • It was discovered by Edward Mellanby.
  • It is fat-soluble.
  • It is found in Fish, eggs, liver, mushrooms.
KTET Paper 2: Science and Mathematics Test - 3 - Question 10

The value of is

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 10

By calculating the values, we get
 = 0.1
 = 0.9
 = 1.1
 = 0.03
So, 0.1 + 0.9 + 1.1 + 0.03 = 2.13

KTET Paper 2: Science and Mathematics Test - 3 - Question 11

Sum of mean and median of the numbers 5.02, 5.18, 5.12, 5.007 and 5.018 is

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 11

The given numbers are 5.007, 5.018, 5.02, 5.12, and 5.18.
Median = 5.02
Mean = (5.007 + 5.018 + 5.02 + 5.12 + 5.18)/5 = 5.069
Thus, the required sum is 5.02 + 5.069 = 10.089
Hence, option (1) is correct.

KTET Paper 2: Science and Mathematics Test - 3 - Question 12

Which of the following statements is incorrect?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 12

Usually, the voice of a woman has a higher frequency and is shriller than that of a man.

KTET Paper 2: Science and Mathematics Test - 3 - Question 13

The speed of the boat in still water is 15 kmph. If the time taken by the boat to travel downstream is 1/5th the time taken to travel upstream, then find the speed of the stream.

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 13

Given:
Speed of the boat in still water = 15 kmph
The time taken by the boat to travel downstream is 1/5th the time taken to travel upstream
Concept:
(s1)/(s2) = (t2)/(t1), where s is the speed and t is the time.
Downstream = speed of boat + speed of stream
Upstream = Speed of boat - speed of stream
Calculation:
(upstream speed)/(downstream speed) = (downstream time)/(upstream time)
Then, ratio of upstream speed and downstream speed = 1 : 5
Let the upstream speed and downstream speed are x and 5x
Speed of the boat in still water = (5x + x)/2
⇒ 3x
3x = 15
⇒ x = 5
speed of stream = (5x - x)/2
⇒ 2x
⇒ 10 kmph
∴ The Speed of the stream is 10 kmph.

KTET Paper 2: Science and Mathematics Test - 3 - Question 14

Total internal reflection is possible when light travels from-

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 14

Critical angle:

  • When the light rays pass from denser to rarer medium and due to a certain angle of incidence, the angle of refraction becomes 90o.This angle of incidence is called the Critical angle.

Total Internal reflection:

  • Total internal reflection is a phenomenon of reflection of ray back to the same medium when passing from a denser medium to a rarer medium in such a way that the angle of incidence is greater than its critical angle.

Condition of Total internal reflection is-

  • The light must travel from a denser medium to a rarer medium.
  • The angle of incidence inside the denser medium must be greater than the critical angle.
KTET Paper 2: Science and Mathematics Test - 3 - Question 15

If four sides of a quadrilateral ABCD are tangential to a circle, then

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 15


Theorem used is: Lengths of tangents drawn from external points to a circle are equal.
Let AB touches the circle at point P, BC at Q, CD at R, DA at S.
So, AP = AS ---(i)
BP = BQ ---(ii)
CR = CQ ---(iii)
DR = DS ---(iv)
Adding (i), (ii), (iii), (iv), we get
AP + BP + CR + DR = AS + DS + BQ + CQ
AB + CD = AD + BC
AB + CD = AD + BC

KTET Paper 2: Science and Mathematics Test - 3 - Question 16

An athlete of mass 60 kg can jump to a maximum height of 1.5 m in the playground. To what maximum height can the same athlete jump on the surface of the moon?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 16

mgehe = mgmhm
We know,
gm = (1/6) ge
he = 1.5 m
hm = ?
Putting values in equation,
hm = 9 m

KTET Paper 2: Science and Mathematics Test - 3 - Question 17

A number whose one-eighth part is increased by 5 is equal to the one-sixth part decreased by 5 is:

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 17

Calculation:
Let the number be x
Now, A/Q
⇒ x/8 + 5 = x/6 – 5
⇒ x/6 – x/8 = 10
⇒ x/24 = 10
⇒ x = 240
∴ The required number is 240

KTET Paper 2: Science and Mathematics Test - 3 - Question 18

cos 12º + cos 84º + cos 132º + cos 156º =

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 18

cos 132º + cos 12º + cos 156º + cos 84º
= 2 cos 72º cos 60º + 2 cos 120º cos 36º

= - (1/2)
The value of cos 12º + cos 84º + cos 132º + cos 156º = -(1/2)

KTET Paper 2: Science and Mathematics Test - 3 - Question 19

A two digit number is such that the product of the two digits is 72 and their sum is 17. If the unit place is greater than ten's place ,Then number is ______.

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 19

Given:
The product of the two digits is 72.
The sum of two-digit is 17.
Calculation:
Let the unit place be x.
Let the ten's place be y.
According to the question:
The sum of two digit is 17.
⇒ x + y = 17
⇒ x = 17 - y
The product of the two digits is 72.
⇒ x × y = 72
⇒ (17 - y)y = 72
⇒ y2 - 17y + 72 = 0
⇒ y = 9, 8
The ten's place = 8
The unit place = 17 - 8 = 9
The two digit number = 89
∴ The number is 89.

KTET Paper 2: Science and Mathematics Test - 3 - Question 20

From which of the following method, objectives is difficult to be achieved?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 20

The teaching method is a way to put theory into practice with the help of principles, pedagogy, and management strategies. It helps the teachers to plan and present the lesson coherently.
There are different kinds of teaching-learning methods that make learning a fruitful process and the 'interactive method' is one of them.

KTET Paper 2: Science and Mathematics Test - 3 - Question 21

In science teaching, explanation method will be proved most useful when-

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 21

An explanation method consists of one person talking to many about a topic or theme. The main purposes of an explanation method are to convey information, generate understanding, and stimulate interest.

KTET Paper 2: Science and Mathematics Test - 3 - Question 22

As per NCF 2005, one main goal of Mathematics education in schools is to

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 22

In the words of David Wheeler, "It is more useful to know how to mathematise than to know a lot of Mathematics. The higher aim is to develop the child's resources to think and reason mathematically, to pursue assumptions to their logical conclusion and to handle abstraction." It includes a way of doing things, and the ability and the attitude to formulate and solve problems (NCF, 2005).

KTET Paper 2: Science and Mathematics Test - 3 - Question 23

A teacher gives the following problem related to 'discount' to the students for solving:
"The Marked Prices (M.P.) of a shirt and sweater are Rs. 200 and Rs. 300 respectively, and the discounts on the marked prices of the shirt and sweater are 20% and 12% respectively. While preparing the bill, the shopkeeper interchanged the discounts on these items by mistake. On getting the bill, Hamida noticed the mistake and paid the actual amount to the shopkeeper. How much money did Hamida pay to the shopkeeper?"
What value does the teacher try to promote through this problem?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 23

The teacher try to promote honesty through this problem as honesty refers to a facet of moral character and connotes positive and virtuous attributes such as integrity, truthfulness, straightforwardness, including straightforwardness of conduct, along with the absence of lying, cheating, theft, etc.

KTET Paper 2: Science and Mathematics Test - 3 - Question 24

A teaching strategy followed by a physical science teacher who is most concerned about a visually challenged learner to teach neutralisation will be

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 24

Neutralisation is a chemical reaction in which an acid and a base react quantitatively with each other. By helping the learner to experience daily life situations in which neutralisation is involved, students will identify neutralisation reactions and summarize observations with respect to behaviour of indicators in acidic and basic solutions and its characteristics on their own. So, this is the best teaching strategy followed by a physical science teacher who is most concerned about a visually challenged learner to teach neutralisation.

KTET Paper 2: Science and Mathematics Test - 3 - Question 25

In RCEM system, four objectives are classified in the form of:

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 25

The Regional College of Education, Mysore (R.C.E.M) developed its system known as the R.C.E.M. In this system, mental skills are also considered very important. It accepted Bloom's Taxonomy as its foundation. Bloom has divided the cognitive objectives into six objectives, but the R.C.M.E. approach has transformed the six cognitive goals of Bloom into only four objectives. Bloom’s three most recent goals, namely analysis, synthesis, and evaluation have been termed ‘creativity, in the R.C.E.M. system. All mental abilities, involved in these four objectives, are grouped into 17 categories. Thus, we see that all human learning activities are divided into 17 mental skills.
Following are some examples of writing objectives in behavioral terms according to R.C.E.M. System-

  • Cognitive Objective: The pupils can recall the definition of the term 'Motivation'.
  • Understanding Objective: The pupils can differentiate teaching and training.
KTET Paper 2: Science and Mathematics Test - 3 - Question 26

Under which organisation's aided project did NCERT develop an instructional material titled "Science is Doing"?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 26

NCERT recommended that teaching and learning methods of science should totally shift from traditional approach and rote memorization. Viewing the student as an young explorer and scientist is one of the recommendations of NCERT.

KTET Paper 2: Science and Mathematics Test - 3 - Question 27

Student draws neat and accurate figures. This specification relates to which of the following objectives?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 27

Student draws neat and accurate figures. This specification relates to skill. As the skill is good, that is why the student is able to draw all figures neatly.

KTET Paper 2: Science and Mathematics Test - 3 - Question 28

Anjali asks the following tasks to be performed by students of Class VII while making an electromagnet (not in the correct sequence):
a. Place some pins near the end of a nail.
b. Switch on the current and observe what happens.
c. Wind a copper wire tightly around an iron nail.
d. Connect free ends of the wire to the terminals of a cell.
Which of the following is the correct sequence of tasks to be performed to achieve the desired result?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 28

The correct sequence of making an electromagnet to achieve the desired result is as follows:
c. Wind a copper wire tightly around an iron nail.
d. Connect free ends of the wire to the terminals of a cell.
a. Place some pins near the end of a nail.
b. Switch on the current and observe what happens.

KTET Paper 2: Science and Mathematics Test - 3 - Question 29

Coefficient of x in the expression (x2 + 7x + 10) ÷ (x + 2).

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 29

Given :  
(x2 + 7x + 10) ÷ (x + 2)
Concept: 
The coefficient is the number multiplied by a variable.
Solution :

∴  the coefficient of x is 1.

KTET Paper 2: Science and Mathematics Test - 3 - Question 30

In a blueprint prepared for unit test in Mathematics, 2(1) is written at a place. What does it indicate?

Detailed Solution for KTET Paper 2: Science and Mathematics Test - 3 - Question 30

One question of value 2 marks

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