JEE Main 5 April 2024 Shift 2 Question Paper with Answer Key: The Day 2 and Shift 2 exam of JEE Mains 2024 Session 2 was conducted on April 5 between 3:00 PM to 6:00 PM for Paper 1 B.Tech. JEE Main question paper 2024 consists of 30 questions each from the Physics, Chemistry and Mathematics sections. Out of 10 NAT questions present in each section, the candidates have the option to answer ant 5. While the mode of JEE Main April 2024 is online, the candidates appearing for the exam in upcoming shifts on April 6, 8 and 9 can rely on the memory-based question paper with solutions as a physical copy of the official question paper will not be available after the exam.
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JEE Main 2024 April 5 Shift 2 Question Paper and Answer Key: Subject-wise
The subject-wise questions asked in JEE Main Shift 2 on 5 April 2024 can be checked here. These are memory-based questions collected from the test takers of the respective shift. The solutions for all these questions are prepared by subject experts. Also candidates can check the JEE Main 2024 April 5 Shift 1 Question Paper with Answer Key (Available)JEE Main 2024 April 5 Shift 2 Physics Questions and Answers
The questions and answers for the Physics section of the Shift 2 exam on April 5 can be checked in the table below.S.No | Question | Answer |
---|---|---|
1 | A block of mass 50 kg is moving with the speed of 10 m/s on a rough horizontal surface (friction coefficient of 0.3). Find the kinetic friction acting on the object | 150 N |
2 | A truck is moving from rest with constant power P. if the displacement of the truck is proportional to t", where t is time, find n. | 3/2 |
3 | The Vander Waals gas equation is expressed as (P - a/V 2 ) (V - b) = nRT, where symbol have their usual meaning, then the dimension of a/b 2 is ____ | [ML -1 T -2] |
4 | In a hydraulic lift force F is applied to balance 10 N load, diameter of effort arm is 14 cm and load arm is 1.4 cm. The F is equal to | 1000 N |
5 | A solid sphere is rolling without slipping. Find the ratio of rotational kinetic energy to total kinetic energy of sphere. | 2/7 |
6 | Shortest wavelength in Lyman series has wavelength of 915À wavelength of Balmer series has a value of ? | 6588 A |
7 | In sonometer, fundamental fundamental frequency changes from 400 Hz to 500 Hz keeping same tension. Find percentage change in length | 20% |
8 | On vehicles containing flammable fluid, metallic chains are provided touching of the earth, the correct option is
a) It is custom
| C |
9 | A particle is projected with same speed and it is observed that it achieves a maximum height of 64 m. If the same particle is projected with initial speed half to the first value, then new maximum height achieve by particle will be m. | 16 |
10 |
For what boolean values of A, B & C the given logic gate gives output of zero?
| A = 0, B = 0, C = 1 |
11 | 20R resistance wire is cut into 10 equal parts. Now each part first is connected in series and then in parallel. Find ratio of equivalent resistance in both cases (Rseries : Rparallel) | 100 : 1 |
12 | 400 Ohms series resistance is required to convert a galvanometer of 100 Ohms to a voltameter of range 10 V. To convert same galvanometer, in ammeter of 10A, what should be the shunt resistance | 0.2 Ohms |
13 | The current flowing through an inductor vary with time as i = (3t + 2)A and back emf induced in it is 12 V at an instant. Find inductance | 2 H |
14 | In thermodynamics adiabatic process, pressure is directly proportional to cube of absolute temperature. Find p v C C for the gas | 3/2 |
JEE Main Question Papers April 2024: Check Day-wise PDF
Shift 1 | Shift 2 |
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JEE Main 2024 April 4 Question Paper with Answer Key Shift 1 | JEE Main 2024 April 4 Shift 2 Question Paper with Answer Key |
JEE Main Shift 2 Chemistry Questions and Answers 5 April 2024
The Shift 2 questions and answers for the Chemistry subject of the April 5 exam can be checked in the table below.S.No | Question | Answer |
---|---|---|
1 | Find out E cell of the given cell M | M 2+ || X 2- | X E M 2+ | M = 0.34 V and E x | x 2- = 0.46 V | 0.12 |
2 | Which of the following is true regarding coagulation of egg:
| a |
3 | Angular momentum of an electron in an orbit of radius R of a hydrogen atom is directly proportional to | root R |
4 | Find out value of C p /C v for an ideal gas undergoing the reversible adiabatic process for which P directly proportional to T 3 is given | 3/2 |
5 | How many of the following have zero dipole moment H 2 S, CH 4 , NH 3 , BF 3 , SO 2 , NF 3 | 2 |
6 | In an atom how many electrons can have i) n = 4 ii) m 1 = 1 iii) m s = 1/2 | 3 |
7 | One coulomb charge is passed through AgNO 3 solution during electrolysis. Find the mass of silver (in mg) deposited at the electrode ______ (nearest integer) | 1 |
8 | For the reaction, CH 4 + 0 2 → CO 2 + H 2 0 How many moles of methane is required for the formation of 11 g of CO 2 | 0.25 |
9 | A -> R; B -> P; C -> S; D -> Q | |
10 | If square planar complex M XYLZ has all four unidentate ligand then find out its total number of geometrical isomers. | 3 |
11 | 2736 | |
12 | How many species have zero electrons in t 2 ? TiCl 4 , MnO 4 - , [Fe0 4 ] 2- , [FeCI 4 ], [CoCI 4 ] - | 3 |
13 | Chromite ore + Na 2 CO 3 air----->Fusion A (s) + B (s) + CO 2 What is the value of sum of magnetic moment (inB>M.) of A and B _____ (nearest integer) | 6 |
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JEE Main Mathematics Questions and Answers 2024 April 5 Shift 2
The Mathematics question paper and answer key of the JEE Main Shift 2 exam of April 5 can be checked in the table below.S.No | Question | Answer |
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1 | The 50th word in the dictionary using the letters B, B, H, J, and O is: | OBBJH |
2 | Find the constant term in the given equation (3 1/5 /x + 2x/5 1/3 ) 12 . | 7th |
3 | Let 4 1+x + 4 1-x , k/2, 16 x , +16 -x are in A.P. then least value of k is ______ | 10 |
4 | The number of real solution x|x + 5| + 2|x + 7| -2 = ) is? | 3 |
5 | 14 | |
6 | Area bounded by y + -2 |x| and y = x|X| is: | 4/3 |
7 | If f:R -> R and g:R -> R defined such hat f (x) = |x| - 1 and g(x) = { e x , x > 0. x = 1, x < 0 then | f is many - one and g is one - one |
8 | Consider a equation P(x) = ax 2 + bx + c = 0. If a, b,c € A where A = {1, 2, 3,4,5, 6], then the probability that P(x) has real and distinct roots? | |
9 | A line L is perpendicular to y = 2x + 10 such that it touches the parabola y 2 = 4(x - 9). Find distance between point of contract and origin. | |
10 | 9! / (3!) 3 | |
11 | Find the differential equation of the circle whose centre lies on y = x and passes through (0,1). | -x 2 + y 2 - 2xy + 2x -1 + dy/dx (x 2 - y 2 - 2xy + 2y - 1) = 0 |
12 | ||
13 | if dy/dx + y . 2x/(1+x 2 ) 2 = xe 1/1+x2 . y(0) = 0, and f(x) = y(x) e -1/1+x 2 & y = x. Then the area bounded b/w these two curve equal to: | 2/3 |
14 | If la(vector)l = 2, |b(vector)l = 3 and a = b(vector) x c(vector), then the minimum value of lc(vector) - a(vector)| 2 is: | 40/9 |
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JEE Main 2024 April 5 Shift 2 Answer Key Solutions by Coaching Institutes: PDF download
The detailed answer key solutions of JEE Main Shift 2 April 5, 2024, released by various coaching institutes can be downloaded here in PDF format.Name of the Coaching Institute | Physics Answer Key Solutions | Mathematics Answer Key Solutions | Chemistry Answer Key Solutions |
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Vedantu | Click Here | Click Here | Click Here |
Aakash BYJU’s | Click Here | Click Here | Click Here |
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