This is a mock test paper. It has been created to help you understand the functionalities and navigation of the entrance test paper.
The entrance test will be held on 17th April 2022, Sunday.
There will be 30 questions. Each wrong answer will carry one third of negative marking.
The duration of the test will be 60 minutes only.
After 60 minutes the paper will be auto-submitted, if you do not submit it before 60 minutes.
The test paper will remain live from 1 pm to 2:30 pm on 17th April 2022.
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A particle enters a magnetic field perpendicularly and goes undeviated, (there is no other field
present) then this paticle must be
Two circular loop of radii 10 cm and 40 cm carries current of 1 A and 2 A respectively. Find the
ratio of magnitude of magnetic field at their centres
At the time of short circuit, the current in the circuit
Fleming’s left hand rule is used to find
A geothermal power plant is feasible in region that
Two free parallel straight wires carrying currents in opposite direction
The major problem in harnessing nuclear energy is how to
Resistance of a wire does not depends on
Which of the following is a renewable source of energy
Magnetic field does not interact with
How much water should be added to 1L of an aqueous solution of HCl having pH = 1 to prepare a
solution having pH = 2?
The atomic number, mass number and number of valence electrons in a carbon atom are
respectively :
Which of the following is NOT a physical change?
Which among the following contains carbon as one of the constituent atoms?
Which of the following oxides is amphoteric in nature?
Calcium hydroxide is also known as :
The colour of aqueous solution of copper sulphate is :
Which of these acids do apples majorly contain?
Bronze majorly contains __________________ & ________________.
The graph of the polynomial p(X) = 2X^2 + 4X + 3 has its least value at the point ______
The sides of triangle are in the ratio 7 : 8 : 9 then
Minimum value of the polynomial p(x) = 4×2 – 6x + 1 is
The biggest among the following is
Let N =( 55)^3 + (17)^3 – (72)^3, then N is not divisible by
If 0 < x ≤ π/2 , then minimum value of sinx + cosecx is
If E is a point on side CA of an equilateral triangle ABC such that BE CA, then AB2 + BC2 + CA2
=
Each observation in a raw data is first multiplied by 3, then 6 is added. It is then divided by 3 and
subsequently reduced by 6. Which of the following statement is true?
In a rectangle ABCD the lengths of sides AB, BC, CD and DA are (5x + 2y + 2)cm, (x + y + 4) cm,
(2x + 5y – 7) cm and (3x + 2y – 11) cm respectively. Which of the following statement is/are true?
