Indian Engineering Olympiad | UPDATED

The Indian Engineering Olympiad is an aptitude test done at the national level to provide a competitive ranking of engineering students nationally.

Students from various engineering schools, including top-ranked universities/colleges, take this exam to prove their engineering knowledge.

The Indian Engineering Olympiad was launched in 2015 by Thinkcell Private Limited. Since then, two editions of the Indian Engineering Olympiad have been successfully organized.

The IEO exam takes place in more than 65 centers in India. More than 1,800,000 students from engineering schools nationwide are expected to attend the third edition of the Indian Engineering Olympiad to test their skills.

Level/Field of Study

The IEO 2023 is open to 2-4 engineering students for their undergraduate studies.

Host Nationality

Indian Engineering Olympiad, IEO 2023, is an initiative of Thinkcell Learning Solutions, a national platform for engineering students who can demonstrate their skills in their respective industries. It provides a real aptitude test for engineers in their respective fields.

Eligible Nationality

The Indian Engineering Olympiad 2023 is open to eligible Indian students.

Scholarship Worth

The benefits successful applicants will receive are broken down below:

• Students who earn 81 to 100 points at the Olympic Games receive a 50% discount.
• Students earning between 51 and 80 points receive a 30% discount.
• Those who earn between 21 and 50 points receive a 20% and 10% discount for all applicants.

Students will also be selected for various achievements in this  IEO 2023 exam.

• Topper Certificates – The top three performers in each engineering stream receive the Topper Certificate.
• Medals of Excellence – 100 medals are distributed to the good performers in each engineering field.
• Certificate of Participation – Participants will also receive a “certificate of participation.”
• Financial Payments/Scholarships – Partners and organizers of the IEO exam award scholarships to the participating students.

 See these Top 15 Indian Scholarships 2023 [UPDATED]

Eligibility Requirements

• The applicant must be an engineering student.
• He/she should be a student in the 2nd, 3rd, or 4th year of engineering.
• It should be noted that engineering students who have already taken the course or graduated cannot apply.
• The applicant must be admitted to an engineering school recognized by the AICTE in India.

How to Apply

Interested and eligible students can register for IEO 2023 by completing an online form and paying a 100 Rs / -fee. Outgoing applicants can click the link below and register directly for the IEO.

• Interested students can apply online for the IEO exam.
• Applicants must register by providing basic information such as their name, address, phone number, and valid email ID.
• The login ID and password will be sent to the declarer’s email ID upon registration.
• These credentials will allow applicants to access the IEO 2023 application form.
• He/she must complete all the specified columns of the application form.
• The applicant must also upload scanned copies of all required documents.
• Finally, the application fee of ₹100 must be paid.
• Application fees can be paid online via internet banking, credit card, or debit card.
• Tickets for the exam hall will be sent to the candidate’s registered email ID. A candidate must download the ticket and bring it to the examination center.
• The hall tickets for IEO will be sent. If an applicant does not receive the ticket from the hall, he/she must email the IEO organizers at [email protected].

Application Deadline

Unfortunately, the application for this scholarship is over, as the deadline was on January 28th. Also, the IEO 2023 edition is NOT currently ongoing. However, this page will be updated as soon as applications start.

Examination Plan

• The number of sections – The question paper contains two sections. A candidate must attempt questions about both sections.
• The total number of questions – There are a total of 50 questions.
• Time Allocation – The questions must be completed within 90 minutes.

Also, see: 10 Best MBA Programs In Singapore For Indian Students 2023

Indian Engineering Olympiad 2023: Syllabus

Syllabus for 2nd year engineering students –

The 2nd year engineering program is common to all engineering student programs. The papers are as follows –

Numerical Ability

• Series and digital sequences
• Linear equations; Number systems; percentages
• Profits and losses; Simple interest and compound interest
• Averages and mixtures; Ratio, proportion and variation; Time, speed and distance; Time and work
• Probabilities, permutations, and combinations

Verbal Ability

• Synonyms, antonyms
• English grammar
• Verbal analogies
• Groups of words, completion of sentences, instructions, verbal derivation, and critical thinking

Chemistry

• Chemical equilibrium, electrochemistry
• Chemical kinetics, atomic structure, and chemical bonding, solutions
• Physical chemistry: solid, gaseous, and liquid states, energetic
• Surface chemistry
• Inorganic Chemistry: Isolation / Production and Properties of Non-Metals – Elements of Transition (3D Series)
• Nuclear chemistry
• Basic principles of qualitative analysis and properties of compounds, ores and minerals, extractive metallurgy

Mathematics

• Algebra: sets, relationships and functions, binomial clause, matrices, determinants, complex numbers
• Exponential and logarithms
• Theory of equations, mathematical induction, permutation, and combination
• Calculation: limits, continuity and differentiability, use of derivatives, defined integration, indefinite integration,
• Geometry: circles, ellipse, parabola, hyperbola, pairs of lines, triangle and its properties, three-dimensional geometry
• Trigonometric equations
• Trigonometry: trigonometric relationships and identities, heights and distances
• Vectors Differential Equation

Physics

• Machines – work, energy, and energy
• Measure
• Gravitation
• Kinematics of motion, laws of motion, rotational movements
• Properties of the matter – Properties of solids and liquids, Kinetic theory of gases
• Magnetism and electromagnetism – Electrostatics, current electricity
• Magnetic effects of current and magnetism, electromagnetic induction and alternating currents, electromagnetic waves
• Communication systems
• Oscillations, thermodynamics, and waves
• Atoms and nuclei, optics, electronic devices

Syllabus for 3rd year engineering students –

Part of the work is common to all 3rd year Bachelor of Engineering programs. The papers are as follows

Numerical Ability

• Number of systems
• Linear equations
• Simple interest and compound interest
• Percentages, profits, and losses
• Time and work; Time, speed and distance
• Averages and mixtures
• Ratio, proportion, and variation
• Number Series and sequences; Permutations and combinations
• Sufficiency of data; data interpretation
• Probability

Verbal Ability

• Synonyms, antonym
• English grammar
• Sentence completion
• Instructions
• Verbal analogies, word groups
• Critical Thinking and Verbal Inference

Mathematics

• Calculation I
• Evaluation of specific and improper integrals
• Mean value theorems, indefinite forms
• Double and triple integral functions of a single variable
• Limits, continuity, and differentiability
• Maxima and minima
• Partial Derivatives, Total Derivative, Taylor Series (one and two variables)
• Linear algebra
• Systems of linear equations
• Matrix algebra
• Eigenvalues and eigenvectors
• Probability and statistics
• Sampling theorems
• Conditional probability
• Probability definitions
• Random variables, binomial, Poisson, and normal distributions
• Mean, median, mode, and standard deviation

Mathematics 2:

• Differential equation
• The Euler-Cauchy equation
• First-order equations (linear and non-linear)
• Higher-order linear differential equations with constant coefficients
• Initial and boundary value problems
• Solutions of equations of heat, waves, and Laplace
• Laplace transforms
• Complex variables
• Equations of Cauchy-Riemann
• Analytical functions
• Integral theorem and integral formula of Cauchy
• Taylor and Laurent series
• Calculation II
• Integrals of line, surface, and volume
• The Fourier series; Gradient, divergence, and curl,
• Applications of Gauss, Stokes, and Green theorems
• Vector identities, Direction derivatives
• Numerical Methods
• Integration according to the rules of Trapezoidal and Simpson
• Numerical solutions of linear and nonlinear algebraic equations
• One-step and multi-step methods for differential equations

Syllabus for Fourth Year Engineering Students is different for the various streams of engineering

Application Link

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