Hindustan University B.Tech 2025
ApplyNAAC A+ Grade & NBA Accredited. QS Gold Rated Institute. Recruiters-Audi, IBM, Amazon, Bosch
ISI Exam Pattern & Syllabus 2025 - Indian Statistical Institute (ISI), Kolkata will release the ISI 2025 exam pattern & syllabus on the official website, sical.ac.in. Candidates can check the exam pattern and syllabus of ISI 2025 on this page. Using the ISI exam pattern 2025, candidates can know the marking scheme, type of questions, number of sections, total number of questions and more. The ISI syllabus will comprise important topics for the preparation of the exam. Understanding the exam pattern and syllabus of ISI exam is vital to crack the ISI admission test. The authority will release the ISI admission test notification online. Note that M.Tech admissions at ISICAL will be offered based on both the ISI admission test 2025 as well as GATE 2025. Candidates have to appear for the test as per the schedule. Read the complete article to know more about the ISI exam pattern & syllabus 2025.
GATE 2025: Sample Papers | Syllabus
Recommended: Civil Engineering: 10 IITs Placed Only 57% BTech In CE Students In Jobs In 2020-21. Read More
Recommended: Rank Below 2 Lakh In JEE Main? List Of NITs Where You Could Get A Seat. Read More
The authority will release the ISI exam pattern on the official website. Candidates can check the exam pattern to know the pattern of ISI question paper. Below is the exam pattern of ISI.
Particular | Details |
Type of questions | MCQ or Descriptive |
Subject | Mathematics of UG level |
Total marks | 30 Marks |
Duration | 2 Hours |
Number of questions to attempt | It will be mandatory to attempt all the questions |
Particular | Details |
Type of questions | MCQ or Descriptive |
Sections | Questions will be from 5 sections:
|
Candidates are advised to carefully go through the ISI 2025 syllabus to ensure that they do not miss out on any topic. The detailed syllabus will be released by the authorities along with the brochure.
Analytical Reasoning | |
Algebra | Arithmetic, geometric and harmonic progression. Continued fractions. Elementary combinatorics: Permutations and combinations, Binomial theorem. Theory of equations. Inequalities. Complex numbers and De Moivre’s theorem. Elementary set theory. Functions and relations. Elementary number theory: Divisibility, Congruences, Primality. Algebra of matrices. Determinant, rank and inverse of a matrix. Solutions of linear equations. Eigenvalues and eigenvectors of matrices. Simple properties of a group. |
Coordinate Geometry | Straight lines, circles, parabolas, ellipses and hyperbolas |
Calculus | Sequences and series: Power series, Taylor and Maclaurin series. Limits and continuity of functions of one variable. Differentiation and integration of functions of one variable with applications. Definite integrals. Maxima and minima. Functions of several variables - limits, continuity, differentiability. Double integrals and their applications. Ordinary linear differential equations. |
Elementary discrete probability theory | Combinatorial probability, Conditional probability, Bayes theorem. Binomial and Poisson distributions. |
Group A | ||
S.No. | Topics | |
1 | Analytical Reasoning | |
2 | Elementary Euclidean geometry and trigonometry | |
3 | Elements of set theory, Functions and relations, Permutations and combinations, Principle of inclusion and exclusion, Pigeon-hole principle | |
4 | Theory of equations, Inequalities | |
5 | Elementary number theory, divisibility, congruences, primality | |
6 | Determinants, matrices, solutions of linear equations, vector spaces, linear independence, dimension, rank and inverse | |
7 | Limits, continuity, sequences and series, differentiation and integration with applications, maxima-minima | |
8 | Combinatorial probability, Conditional probability, Discrete random variables and expectation, Binomial distribution | |
Group B Mathematics | ||
1 | Linear algebra | vector spaces and linear transformations, direct sum, matrices and systems of linear equations, characteristic roots and characteristic vectors, Cayley Hamilton theorem, diagonalization and triangular forms, quadratic forms. |
2 | Abstract algebra | Groups: subgroups, products, cosets, Lagranges theorem, group homomorphism, normal subgroups and quotient groups, permutation groups, Sylow theorems. Rings and integral domains: subrings, ring homomorphism, ideals and quotient rings, prime and maximal ideals, products, Chinese remainder theorem, prime and irreducible elements, principal ideal domain, unique factorization domains. Polynomial rings: division algorithm, roots of polynomials. Fields: characteristic of a field, field extensions, finite fields. |
3 | Calculus and real analysis | Real numbers, limits, continuity, uniform continuity of functions, differentiability of functions of one or more variables and applications, convergence of sequences and series; indefinite integral, fundamental theorem of Calculus, Riemann integration, improper integrals, double and multiple integrals and applications, sequences and series of functions, uniform convergence, solutions of ordinary differential equations. |
4 | Graph Theory | Connectedness, trees, vertex coloring, planar graphs, Eulerian graphs, Hamiltonian graphs, digraphs and tournaments. |
5 | Combinatorics | Counting principles, Ramsey theory, binomial coefficients, recurrence relations, divide-and-conquer recurrences, recurrences involving convolution and their use in counting, Fibonacci numbers, generating functions, solving recurrence relations using generating functions |
Statistics | ||
1 | Notions of sample space and probability, combinatorial probability, conditional probability, Bayes’ theorem and independence | |
2 | Random variable and expectation, moments, standard univariate discrete and continuous distributions, sampling distribution of statistics based on normal samples, central limit theorem, approximation of binomial to normal, Poisson law | |
3 | Multinomial, bivariate normal and multivariate normal distributions. | |
4 | Descriptive statistical measures, product-moment correlation, partial and multiple correlation. | |
5 | Regression – simple and multiple. | |
6 | Elementary theory and methods of estimation – unbiasedness, minimum variance, sufficiency, maximum likelihood method, method of moments, least squares methods. | |
7 | Tests of hypotheses – basic concepts and simple applications of Neyman-Pearson lemma, confidence intervals. | |
8 | Tests of regression, elements of non-parametric inference, contingency tables and Chi-square, ANOVA, basic designs (CRD/RBD/LSD) and their analyses, elements of factorial designs. | |
9 | Conventional sampling techniques, ratio and regression methods of estimation. | |
Physics | ||
1 | Classical mechanics | Lagrangian and Hamiltonian formulation, symmetries and conservation laws, motion in central field of force, planetary motion, simple harmonic motion - damped, undamped and forced, special theory of relativity |
2 | Electrodynamics | electrostatics, magnetostatics, electromagnetic induction, self and mutual inductance, capacitance, Maxwell’s equation in free space. |
3 | Nonrelativistic quantum mechanics | Planck’s law, photoelectric effect, Compton effect, wave-particle duality, Heisenberg’s uncertainty principle, Schrodinger equation and applications. |
4 | Thermodynamics and statistical Physics | laws of thermodynamics and their consequences, thermodynamic potentials and Maxwell’s relations, chemical potential, phase equilibrium, phase space, microstates and macrostates, partition function, free energy, classical statistics. |
5 | Atomic and molecular physics | quantum states of an electron in an atom, Hydrogen atom spectrum, electron spin, spin-orbit coupling, fine structure, Zeeman effect. |
6 | Condensed matter physics | crystal classes, 2D and 3D lattice, reciprocal lattice, bonding, diffraction and structure factor, point defects and dislocations, lattice vibration, free electron theory, electron motion in periodic potential, energy bands in metals, insulators and semiconductors |
7 | Basic nuclear physics | nuclear properties, nuclear forces, nuclear structures, nuclear reactions, radioactive nuclear decay |
8 | Electronics | semiconductor physics; diodes - clipping, clamping, rectification; Zener regulated power supply, bipolar junction transistor - CC, CB, and CE configurations; transistor as a switch; amplifiers |
9 | Operational Amplifier and its applications | inverting & noninverting amplifiers, adder, integrator, differentiator, waveform generators, comparator, Schmidt trigger. Digital integrated circuits – NAND and NOR gates as building blocks, XOR gates, half and full adder. |
Computer Science | ||
1 | Data structures | array, stack, queue, linked list, binary tree, heap, AVL tree, Btree. |
2 | Discrete Mathematics | recurrence relations, generating functions, graph theory - paths and cycles, connected components, trees, digraphs. |
3 | Programming languages | Fundamental concepts - abstract data types, procedure call and parameter passing, dynamic memory allocation, at least one of C, C++, Java and Python. |
4 | Design and analysis of algorithms | Asymptotic notation, searching, sorting, selection, graph traversal, minimum spanning tree. |
5 | Switching Theory and Logic Design | Boolean algebra, minimization of Boolean functions, combinational and sequential circuits - synthesis and design. |
6 | Computer organization and architecture | Number representation, computer arithmetic, memory organization, I/O organization, microprogramming, pipelining, instruction level parallelism. |
7 | Operating systems | Memory management, processor management, critical section problem, deadlocks, device management, file systems |
8 | Formal languages and automata theory | Finite automata and regular expressions, pushdown automata, context-free grammars, Turing machines, elements of undecidability |
9 | Database management systems | Relational model, relational algebra, relational calculus, functional dependency, normalization (up to 3rd normal form). |
10 | Computer networks | OSI, LAN technology - Bus/tree, Ring, Star; MAC protocols; WAN technology - circuit switching, packet switching; data communications - data encoding, routing, flow control, error detection/correction, Inter-networking, TCP/IP networking including IPv4 |
Engineering & Technology | ||
1 | At least one of C, C++, Java, Python. | |
2 | Gravitation, moments of inertia, particle dynamics, elasticity, friction, strength of materials, surface tension and viscosity. | |
3 | Laws of thermodynamics and heat engines. | |
4 | Electrostatics, magnetostatics and electromagnetic induction | |
5 | Laws of electrical circuits – transient and steady state responses of resistive and reactive circuits. | |
6 | D.C. generators, D.C. motors, induction motors, alternators, transformers | |
7 | Diode circuits, bipolar junction transistors & FET devices and circuits, oscillator, operational amplifier. | |
8 | Boolean algebra, minimization of Boolean functions. | |
9 | Combinatorial and sequential circuits – multiplexer, de-multiplexer, encoder, decoder, flip-flops, registers and counters, A/D and D/A converters. |
S.No. | Topics |
Part 1 Statistics (S1) | |
1 | Descriptive statistics for univariate, bivariate and multivariate data. |
2 | Standard univariate probability distributions [Binomial, Poisson, Normal] and their fittings, properties of distributions. Sampling distributions. |
3 | Theory of estimation and tests of statistical hypotheses. |
4 | Simple and Multiple linear regression, linear statistical models, ANOVA. |
5 | Principles of experimental designs and basic designs [CRD, RBD & LSD], Full factorial design, Confounding and blocking in 2k factorial designs |
6 | Elements of non-parametric inference. |
7 | Elements of categorical data analysis. |
8 | Sample surveys – simple random sampling with and without replacement, stratified and cluster sampling. |
Probability (S2) | |
1 | Classical definition of probability and standard results on operations with events, conditional probability and independence. |
2 | Distributions of discrete type [Bernoulli, Binomial, Multinomial, Hypergeometric, Poisson, Geometric and Negative Binomial] and continuous type [Uniform, Exponential, Normal, Gamma, Beta] random variables and their moments. |
3 | Bivariate distributions (with special emphasis on bivariate normal), marginal and conditional distributions, correlation and regression. |
4 | Multivariate distributions, marginal and conditional distributions, regression, independence, partial and multiple correlations. |
5 | Order statistics [including distributions of extreme values and of sample range for uniform and exponential distributions]. |
6 | Distributions of functions of random variables. |
7 | Multivariate normal distribution [density, marginal and conditional distributions, regression]. |
8 | Weak law of large numbers, central limit theorem. |
9 | Basics of Markov chains and Poisson processes. |
Part 2 “ Engineering Stream Mathematics (E1) | |
1 | Quadratic equations, Roots of polynomial, AP, GP, HP, Divisibility and Prime numbers, Binomial theorem |
2 | Inequalities, permutation and combination, complex numbers and De Moivre’s theorem. |
3 | Elementary set theory, functions and relations, matrices, determinants, solutions of linear equations. |
4 | Trigonometry [multiple and sub-multiple angles, inverse circular functions, identities, solutions of equations, properties of triangles]. |
5 | Coordinate geometry (two dimensions) [straight line, circle, parabola, ellipse and hyperbola], plane geometry, Mensuration. |
6 | Sequences, series and their convergence and divergence, power series, limit and continuity of functions of one or more variables, differentiation and its applications, maxima and minima, integration, definite integrals areas using integrals, ordinary and partial differential equations (up to second order) |
Engineering and Technology (E2) Engineering Mechanics and Thermodynamics | |
1 | Forces in plane and space, analysis of trusses, beams, columns, friction, principles of strength of materials, work-energy principle, moment of inertia, plane motion of rigid bodies, belt drivers, gearing. |
2 | Laws of thermodynamics, internal energy, work and heat changes, reversible changes, adiabatic changes, heat of formation, combustion, reaction, solution and dilution, entropy and free energy and maximum work function, reversible cycle and its efficiency, principles of internal combustion engines, principles of refrigeration. |
Electrical and Electronics Engineering | |
1 | DC circuits, AC circuits (1-φ), energy and power relationships, transformer, DC and AC machines, concepts of control theory and applications. |
2 | Network analysis, 2 port network, transmission lines, elementary electronics (including amplifiers, oscillators, op-amp circuits), analog and digital electronic circuits, basics of computer architecture. |
Engineering Drawing | |
1 | Concept of projection, point projection, line projection, plan, elevation, sectional view (1st angle / 3rd angle) of simple mechanical objects, isometric view, dimensioning, sketch of machine parts. (Use of Set Square, compass and diagonal scale should suffice). |
The authority conducts the ISI exam offline for 2 hours. The exam is held for 30 marks. ISI questions are multiple-choice questions.
The authority will release the ISI exam syllabus online.
ISI exam pattern and syllabus pdf will be released on the official website,
The full mark of the ISI exam is 30 marks.
Candidates can download the ISI exam syllabus pdf on the website, isical.ac.in.
The ISI exam difficulty level is similar to the IIT exam.
ISI B Math entrance exam syllabus comprises topics such as:
Application Date:03 September,2024 - 31 December,2024
Hy,
To secure a rank under 100 in the ISI Admission Test for the B.Math or B.Stat program, you typically need a high score, as the competition is intense. While the exact marks required can fluctuate depending on the difficulty level of the exam in a given year, scoring around 70% or higher is usually necessary to rank under 100.
However, achieving this can be challenging because the ISI Admission Test consists of two parts:
Both parts assess strong mathematical problem-solving abilities, and since the total number of candidates is large but the intake is limited, a high percentile is required.
The cutoff scores for admission and ranks vary, so to achieve a rank under 100, strong preparation across all topics, such as algebra, calculus, geometry, and combinatorics, is essential.
Greeting Student,
Sorry, but you are not eligible for the ISI (Indian Statistical Institute) Entrance Exam To be eligible for the ISI entrance exam you should and 10 and 12th with subjects as Mathematics and English/ completed 4 years B.Tech/B.Ed Degree. To learn more about isi entrance exam refer to the following link.
However, do not worry you are eligible for the law entrance exam, the Hotel management entrance Exam, and many other lists and courses you can refer to by clicking on the following website. https://school.careers360.com/articles/courses-after-12th#toc_4
Thank You and all the best.
No, you cannot appear for the ISI entrance exam for the B.Stat. (Bachelor of Statistics) course solely with Applied Mathematics and English. The eligibility criteria require Mathematics, not Applied Mathematics.
To be eligible for the ISI B.Stat. entrance exam, you must have successfully completed 10+2 years of Higher Secondary Education (or equivalent) with Mathematics and English as subjects.
While both subjects involve mathematical concepts, Mathematics forms the foundation, whereas Applied Mathematics focuses on using those concepts to solve real-world problems. The ISI B.Stat. program requires a strong foundation in core mathematical concepts.
I hope it helps!
Hello aspirant,
Eligibility Requirements for ISI Admission Test B.Stat/B.Math: You must have passed the 10+2 exam or an equivalent one.
You must to have received passing grades in math and English in your 10+2 test or an equivalent.
The number of times a candidate can take the ISI entrance exam is unlimited.
For more information, please visit the following link:
https://www.careers360.com/exams/isi-admission-test
Thank you
Hope it helps you.
Since you haven't mentioned what you are applying for, here is the complete list for the same accordingly:
Please refer to the link below for more information:
A flight attendant is a professional whose primary duty is to ensure the safety and comfort of passengers during an airline flight. An individual who is pursuing a career as a flight attendant is part of the cabin crew for the plane, a team of personnel who operate a commercial, business, or even military aircraft while travelling domestically or internationally.
An individual pursuing a career as a flight attendant is specially trained for the aircraft in which he or she works since passenger safety is their foremost concern. In this article, we will discuss how to become a flight attendant in India or how to become a flight attendant after graduation.
An aerospace engineer is an individual who develops new ideas and technologies that can be used in defence systems, aviation, and spacecraft. He or she not only designs aircraft, spacecraft, satellites, and missiles but also creates test vehicles to ensure optimum functionality. Aerospace engineering is a branch of engineering that deals with the study, design, and development of aerial vehicles such as aircraft and spacecraft.
Aerospace engineering jobs deal with employees who design or build missiles and aircraft for national defence, or spacecraft. Aerospace engineering or aircraft engineering is often referred to as rocket science. The bottom line is that the person who is pursuing a career in aerospace engineering has to deal with multiple teams at different levels and work across various technologies.
A career in the aviation industry always sounds exciting. But, there is no scope for the slightest error as it may cost the lives of many people. A Flight Engineer role comes with the responsibility of monitoring the aircraft engine and control systems while in flight. Whenever the aircraft is away from the home station, he or she is required to perform pre-flight and post-flight inspections
An aircrew officer or airline commanders fly aircraft to provide transportation to passengers or cargo. The aircrew officer operates the engines of aircraft and controls to navigate and fly the airplane. The ability to learn new technologies every time and to stay up-to-date with the changes in the industry is what the aircrew officer should possess.
This could be possible through membership with professional pilot associations. The aircrew officer is also one of the highest-paid professionals and the job is quite coveted. Keep reading to find out what you need to know about how to become aircrew officer.
You may also read career as Airline Pilot.
An air hostess is a flight attendant also known as a cabin crew or steward. An air hostess undertakes several pre-flight, in-flight, and post-flight duties and is responsible for ensuring the safety and comfort of passengers on both national and international flights. A career as an air hostess might be desirable for you if you are excited about a job in which you can help people and travel to exciting places.
Air hostesses play a crucial role in the flight crew, working closely with pilots and ground personnel to provide a safe and comfortable travel experience, even beyond their hospitality responsibilities. Being flexible, having strong communication skills, and being dedicated to the comfort of passengers are all necessary for their dynamic function, which makes them essential to the entire travel experience.
An Aeronautical Engineer job comes with the responsibility of designing aircraft and thrust systems. He or she is employed in aviation, defence or civil aviation industries. Aeronautical Engineer is generally engaged in the design of aircraft and propulsion systems as well as the analysis of building materials and aircraft's aerodynamic performance. The role of an Aeronautical Engineer may involve assembling parts of aircraft, testing and maintaining them.
A Safety Manager is a professional responsible for employee’s safety at work. He or she plans, implements and oversees the company’s employee safety. A Safety Manager ensures compliance and adherence to Occupational Health and Safety (OHS) guidelines.
Are you searching for an 'airline pilot job description'? An airline pilot or airline commander flies aircraft and helicopters to provide transportation to passengers or cargo. The airline pilot operates the engines of the aircraft and controls them to navigate and fly the airplane. The ability to learn new technologies every time and to stay up-to-date with the changes in the industry is what aviators should possess. The career as airline pilot is also one of the highest-paid professionals and the job is quite coveted.
Welding Engineer Job Description: A Welding Engineer work involves managing welding projects and supervising welding teams. He or she is responsible for reviewing welding procedures, processes and documentation. A career as Welding Engineer involves conducting failure analyses and causes on welding issues.
A career as Transportation Planner requires technical application of science and technology in engineering, particularly the concepts, equipment and technologies involved in the production of products and services. In fields like land use, infrastructure review, ecological standards and street design, he or she considers issues of health, environment and performance. A Transportation Planner assigns resources for implementing and designing programmes. He or she is responsible for assessing needs, preparing plans and forecasts and compliance with regulations.
Individuals who opt for a career as an environmental engineer are construction professionals who utilise the skills and knowledge of biology, soil science, chemistry and the concept of engineering to design and develop projects that serve as solutions to various environmental problems.
A Safety Manager is a professional responsible for employee’s safety at work. He or she plans, implements and oversees the company’s employee safety. A Safety Manager ensures compliance and adherence to Occupational Health and Safety (OHS) guidelines.
A Conservation Architect is a professional responsible for conserving and restoring buildings or monuments having a historic value. He or she applies techniques to document and stabilise the object’s state without any further damage. A Conservation Architect restores the monuments and heritage buildings to bring them back to their original state.
A Structural Engineer designs buildings, bridges, and other related structures. He or she analyzes the structures and makes sure the structures are strong enough to be used by the people. A career as a Structural Engineer requires working in the construction process. It comes under the civil engineering discipline. A Structure Engineer creates structural models with the help of computer-aided design software.
Highway Engineer Job Description: A Highway Engineer is a civil engineer who specialises in planning and building thousands of miles of roads that support connectivity and allow transportation across the country. He or she ensures that traffic management schemes are effectively planned concerning economic sustainability and successful implementation.
Are you searching for a Field Surveyor Job Description? A Field Surveyor is a professional responsible for conducting field surveys for various places or geographical conditions. He or she collects the required data and information as per the instructions given by senior officials.
Individuals who opt for a career as geothermal engineers are the professionals involved in the processing of geothermal energy. The responsibilities of geothermal engineers may vary depending on the workplace location. Those who work in fields design facilities to process and distribute geothermal energy. They oversee the functioning of machinery used in the field.
A geologist attempts to comprehend the historical backdrop of the planet we live on, all the more likely to anticipate the future and clarify current events. He or she analyses the components, deployments, results, physical characteristics, and past of the planet. A geologist examines the landforms and landscapes of the earth in relation to the geology, climatic, and human processes that have shaped them.
A geologist studies earth procedures, for example, seismic tremors, avalanches, floods, and volcanic eruptions to review land and draw up safe structure plans. When he or she researches earth materials, explores metals and minerals, yet in addition search for oil, petroleum gas, water, and strategies to extricate these.
Energy efficiency engineering is a broad field of engineering which deals with energy efficiency, energy services, facility management, plant engineering, and sustainable energy resources. Energy efficiency engineering is one of the most recent engineering disciplines to emerge. The field combines the knowledge and understanding of physics, chemistry, and mathematics, with economic and environmental engineering practices. The main job of individuals who opt for a career as an energy performance engineer is to find the most efficient and sustainable path to operate buildings and manufacturing processes.
Individuals who opt for a career as energy performance engineers apply their understanding and knowledge to increase efficiency and further develop renewable sources of energy. The energy efficiency engineers also examine the use of energy in those procedures and suggest the ways in which systems can be improved.
A career as a Petroleum engineer is concerned with activities related to producing petroleum. These products can be in the form of either crude oil or natural gas. Petroleum engineering also requires the exploration and refinement of petroleum resources. Therefore, a career as a petroleum engineer comes up with oil and gas onshore jobs. There are also desk jobs in the petroleum industry. In layman’s terms, a petroleum engineer is a person who finds the best way to drill and extract oil from oil wells. Individuals who opt for a career as petroleum engineer also tries to find new ways to extract oil in an efficient manner.
A career as Transportation Planner requires technical application of science and technology in engineering, particularly the concepts, equipment and technologies involved in the production of products and services. In fields like land use, infrastructure review, ecological standards and street design, he or she considers issues of health, environment and performance. A Transportation Planner assigns resources for implementing and designing programmes. He or she is responsible for assessing needs, preparing plans and forecasts and compliance with regulations.
A career as a civil engineer is of great importance for the infrastructural growth of the country. It is one of the most popular professions and there is great professional as well as personal growth in this civil engineering career path. There is job satisfaction in this civil engineering career path, but it also comes with a lot of stress, as there are multiple projects that need to be handled and have to be completed on time. Students should pursue physics, chemistry and mathematics in their 10+2 to become civil engineers.
A career as a Transportation Engineer is someone who takes care of people's safety. He or she is responsible for designing, planning and constructing a safe and secure transportation system. The transportation sector has seen a huge transformation and is growing day by day and improving every day.
As a Transport Engineer, he or she needs to solve complex problems such as accidents, costs, traffic flow, and statistics. A Transport Engineer also collaborates for projects with some other companies.
A loco pilot or locomotive pilot is a professional responsible for operating trains. He or she starts, stops, or controls the speed of the train. A locomotive pilot ensures that the train operates according to time schedules and signals. These loco pilots are responsible for carrying people and products to distinct destinations.
A loco pilot has thorough knowledge and understanding of the railway operations, rules, regulations, protocols, and measures to take in times of emergency. Their role is crucial in ensuring passenger and freight trains' smooth and safe operation. Here, in this article, we will discuss everything on how to how to become a loco pilot.
NAAC A+ Grade & NBA Accredited. QS Gold Rated Institute. Recruiters-Audi, IBM, Amazon, Bosch
Ranked #42 among Engineering colleges in India by NIRF | Highest CTC 50 LPA , 100% Placements
Recognized as Institute of Eminence by Govt. of India | NAAC ‘A++’ Grade | Upto 75% Scholarships
Ranked #1 Among all Private Indian Universities In QS Asia Rankings 2025 | Scholarships worth 210 CR
100% Placement Record | Highest CTC 42 LPA | NAAC A++ Accredited | Ranked #68 in India by NIRF Ranking 2024
National level exam conducted by VIT University, Vellore | Ranked #11 by NIRF for Engg. | NAAC A++ Accredited