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Question for Jharkhand Eligibility Test Mathematical Sciences - Quiz / Questions / MCQ in English
Last Update on : October 13, 2026
Duration: 180 · Questions: 150 · Max Marks: 150
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Latest Jharkhand Eligibility Test Mathematical Sciences Exam Question (Objective Questions), MCQ in English
Subjects : Teaching/ research aptitude, Mathematical Sciences
Question Bank Jharkhand Eligibility Test Mathematical Sciences Exam - English
Teaching/ research aptitude
Q 1 :
Which is the main objective of research?
Q 2 :
Sampling error decreases with the
Q 3 :
The principles of fundamental research are used in
Q 4 :
Users who use media for their own ends are indentified as
Q 5 :
Classroom communication can be described as
Q 6 :
Ideological codes shape our collective
Q 7 :
In communication, myths have power, but are
Q 8 :
The first multi-lingual news agency of India was
Q 9 :
Organisational communication can also be equated with
Q 10 :
If two propositions having the same subject and predicate terms are such that one is the denial of the other, the relationship between them is called
Q 11 :
Ananya and Krishna can speak and follow English. Bulbul can write and speak. Hindi as Archana does. Archana talks with Ananya also in Bengali. Krishna can not follow Bengali. Bulbul talks with Ananya in Hindi. Who can speak and follow English, Hindi and Bengali?
Q 12 :
A stipulative definition may be said to be
Q 13 :
Which one of the following references is written as per Modern Language Association (MLA) format?
Q 14 :
When the conclusion of an argument follows from its premise/premises conclusively, the argument is called
Q 15 :
A workshop is
Q 16 :
A working hypothesis is
Q 17 :
Saturn and Mars are planets like the earth. They borrow light from the Sun and moves around the Sun as the Earth does. So those planets are inhabited by various orders of creatures as the earth is. What type of argument is contained in the above passage?
Q 18 :
Given below are two premises. Four conclusions are drawn from those two premises in four codes. Select the code that states the conclusion validly drawn.
All saints are religious. (major)
Some honest persons are saints.(minor)Codes:
All saints are religious. (major)
Some honest persons are saints.(minor)Codes:
Q 19 :
In the process of communication, which one of the following is in chronological order?
Q 20 :
Bengal Gazette, the first Newspaper in India was started in 1780 by
Q 21 :
Press censorship in India was imposed during the tenure of the Prime Minister
Q 22 :
Communication via New media such as computers, teleshopping, internet and mobile telephony is termed as
Q 23 :
Classroom communication of a teacher rests on the principle of
Q 24 :
Identify the region that has shown hyper growth rate of foreign tourist arrivals than the growth rate of the total FTAs in India in 2008.
Q 25 :
____ is important when a teacher communicates with his her student.
Q 26 :
Marble stone used for the construction of the Taj Mahal was brought from the ancestral domain of Raja Jai Singh. The name of the place where mines of marble is
Q 27 :
The popular name of Taj Mahal was given by
Q 28 :
Point out the true statement from the following:
Q 29 :
In the contemporary texts the Taj Mahal is known
Q 30 :
The construction of the Taj Mahal was completed between the period
Q 31 :
Which of the following statements is true?
Q 32 :
In order to solve the problem of aimlessness in education, we should develop -
Q 33 :
If a student misbehaves with other students in the class, the teacher should -
Q 34 :
How can a failed student be encouraged to study sincerely in the same class?
Q 35 :
Our examination system is -
Q 36 :
Which Article in the Constitution deals with elementary education ?
Q 37 :
For physically handicapped student of the school, there should be
Q 38 :
A naughty student in the class is
Q 39 :
Why is syllabus necessary in school ?
Q 40 :
If a seminar or conference is being conducted in your city concerning education, what will you do ?
Q 41 :
How will you evaluate a student on the basis of the question paper type ?
Q 42 :
In order to make teaching more effective in the class, what would be done?
Q 43 :
Why did you adopt teaching profession ?
Q 44 :
You will pay need to such persons who are
Q 45 :
In order to become skillful in his job, a teacher
Q 46 :
Why step will you take to make your students health ?
Q 47 :
A teacher impresses his students
Q 48 :
If you fail to complete your syllabus in time, what will you do ?
Q 49 :
If you are the administrator of the school. In your school, irregularities are on the rise.
Q 50 :
Should student be allowed to ask questions in the class ?
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.
(x : x ∈ En for some n)
= (x : x ∈ En for all but finitely many n)
be a bounded function. Which of the following statements is NOT true ?
​ to 
​
converges
(nπ : n ∈ Z)
converges
converges
such that converges
. Which of the following statements is true ?
, then A20 euqals
, let p (x, y) = a2x1y1 + abx2y1 + abx1y2+b2x2y2, x = (x1, x2) y = (y1, y2) ∈ 
be the positively oriented circle in the complex plane given by 
. Then 
equals :
such that f(z) = g' (z) for 
?
be the positively oriented circle in the complex plane given by 
. The line integral 
equals :
equals
​
P(X), A * B = A 
B ;
B) (A 
such that N > 2 and for all n > N, φ(N) < φ(n)
has finitely many limite points
is said to be a closed map if whenever F is closed in X, then 
(F) is closed in Y. For any subset B of a metric space, B is given the induced metric. The metric on X x Y is given by d((x, y), (x', y')) = max {dX(x, x'), dY(y, y')}. Which of the following are true ?
X in the inclusion map i : A → X is closed
​
be an infinitely differentiable real valued function on a bounded inerval I. Take n ≥ 1 interpolation points (x0, xi, ..., xn-1}. Take n additional interpolation points
limit, the quantity
​
is :
be constant.Then the limiting distribution of a 
is :
S are two states which communicate with each other. Whcih of the following statements is NOT correct ?
, for 0<x<1 where θ > 1 is an unknown parameter. Then the statistics 
is :
. Supose it converges to a continuous function uniformly on each closed and bounded subset of 
?
is convergent
is absolutely convergent
is convergent
is convergent c
be defined by f(x, y) =
for all c
[0, 1] which of the following statements are true ?
, consider the improper integral
be defined by :
and for all x, y
.
is an eigenvalue of A + B, then 
be a non-zero vector. Define a linear transformation 
Where x . y denotes the standard inner product in 
.
represents 0 non triavially if there exists 
such that Q(a, b, c) = 0. Which of the following quadratic forms Q(x, y, z) over 
. Which of the following are true ?
has finitely many zeros
?
be a positive be the open unit disc and let 
be a holomorphic function. Suppose that 
. Which of the following are possible values of 
?
has countably many subgroups
as groups
is a subgroup of 
has order m and if n ≥ 1 divids m, then G has a subgroup of order n
, then G is cyclic
be a non-zero prime ideal. Which of the following statements are true ?
be the field with p elements. Consider the subset E of 
given by 
. Which of the following are true ?
defined as follows :
and 
are two topologies over X, such that 
.
?
is compact and 
are same
the closure of A in 
to the homogeneous linear system of differential equation 
. Which of the following statements are true ?
Consider the iteration defined by 
and 
such that 
Which of the following statements are true ?
defined by
. Which of the following statements are true about the iteration ?
is of the form :
, where C1 and C2 are arbitrary constants
, where |c1 |<1and c2 is an arbitrary constant
, where c1 and c2 are arbitrary constant
, where and c2 is an arbitrary constant