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OJEE 2021: The Odisha Joint Entrance Examination authorities has begun the OJEE 2021 counselling registration/ choice filling process for B.Tech, B.Arch, B.Plan, B.CAT and Integrated MSc courses in online mode - ojee.nic.in on October 17, 2021, at 5 PM. The OJEE 2021 round 1 seat allotment result has been declared on November 10. Earlier, the exam authority released the OJEE mock allotments 2021 on October 28 and 31.
OJEE Board has announced the OJEE result 2021 on its official website - ojee.nic.in on September 29, 2021. In order to download the OJEE 2021 Rank Card, candidates have to enter their login credentials (Application Number and Date of Birth). The Odisha joint entrance examination board has conducted the OJEE 2021 exam from September 6 to 18, 2021, in CBT mode in three shifts on each day of the examination.
The admit card of OJEE 2021 has released on August 29, on its official website - ojee.nic.in along with OJEE mock test link for each programme. Candidates can download the OJEE admit card 2021 by entering the application number and date of birth. Students can appear for the OJEE mock test without any login credentials.
Earlier, the authority once again extended the last date to fill the OJEE application form till July 30, 2021 (expect B.Tech - Special). The exam conducting authorities has also extended the last date to pay the application fee till August 2, 2021. Also, OJEEC has opened the OJEE correction window from July 27 to August 2, 2021. The registration process for B.Tech (lateral entry), B.Arch, B.Pharm (LE), MBA, Integrated M.Sc., MCA, M.Tech/ M Pharm/ M.Arch/ M.Plan/ M.Arch (Exe) courses has started on April 14 in online mode.
In view of the COVID-19 pandemic, the Odisha Joint Entrance Examination (OJEE), which was tentatively scheduled from June 17 to June 24, 2021, has been postponed. Candidates who fill the application form successfully will be able to download the OJEE admit card 2021 a few days before the commencement of the exam. Applicants preparing for the exam must also check the OJEEE syllabus 2021 and exam pattern for their effective preparations.
For better preparations, the OJEE committee has provided the facility of mock tests for better preparation in online mode on its official website - ojee.nic.in. To apply for OJEE 2021 Under Graduate programmes, candidates should complete Class 12 with a minimum of 45% marks (40% for Reserved Category). For Post Graduate, students should complete a Bachelor's degree with a minimum of 50% marks (45% for SC/ ST/ PwD) from any recognized institute/ university.
About OJEE
Odisha Joint Entrance Examination (OJEE) is a state-government-controlled centralized test for admission to many governmental and private medical, management, and engineering institutions in Odisha. OJEE is conducted by Odisha Joint Entrance Examination Board (OJEEB) in a Computer-Based mode.
| Full Exam Name | Odisha Joint Entrance Examination |
| Short Exam Name | OJEE |
| Conducting Body | Odisha Joint Entrance Examinations Board |
| Frequency of Conduct | Once a year |
| Exam Level | State Level Exam |
| Languages | English |
| Mode of Application | Online |
| Application Fee (General) | 1000 Rs [Online] |
| Mode of Exam | Offline |
| Mode of Counselling |
Mode of Application : Online
Mode of Payment : Net Banking | Credit Card | Debit Card | Other
The OJEE has released the OJEE 2021 application form in online mode on April 14. Candidates can apply till July 30, 2021, and for fee payment till August 2, 2021. Candidates will have to choose the option - ‘Odisha Joint Entrance Examination’ to fill the application form.
After clicking on ‘Application Form for OJEE 2021’, six links appeared on the screen – A, B, C, D, E, and F as per the courses. The cost of the application varies as per the forms. The cost of forms A, B, C, D, F is Rs 1000 while it is Rs 1500 for form E. Fee can be remitted through credit/ debit card and SBI e-Challan. The detailed procedure to fill OJEE Application Form 2021 is explained below.
Procedure to apply for OJEE MBA 2021
• Applicants have to register for the exam by providing the required details.
• On submission of details, candidates receive a registration number.
• Fill the other details in the application form after registration
• Upload photograph, signature and left thumb impression
• Pay the examination fees
• Check the entries carefully as the examination authority will not entertain any changes after the final submission of the application form.
• Take the printout of the confirmation page after the final submission of the OJEE application form.
Documents to preserve after final submission
• Printout of confirmation page
• Proof of fee payment
Candidates can check their OJEE 2021 application status by entering registration number/application number and password.
| Category | Quota | Mode | Gender | Amount |
|---|---|---|---|---|
| ST, OBC, General, SC | Online | Transgender, Female, Male | ₹ 1000 |
OJEE 2021 Eligibility Criteria
• Must have passed or appearing in Bachelors degree in any discipline from university of Odisha or any other university.
• Had mathematics at class 12 or graduation
• Business Mathematics will not be considered
• Obtained at least 50 % (45 % for candidates belonging to SC/ST category)
• Candidates who have passed BCA/B.SC (IT/CS/IST/ITM) with Mathematics as subject then they can appear in the entrance test without the same at Class 12.
• No age limit has been prescribed
Mathematics: Unit 01
Logic |
|---|
| Statement, negation, implication, converse, contraposititve, conjunction, disjunction, tautology, truth table, principle of mathematical induction |
Mathematics: Unit 02
Sets, relation, and function |
|---|
| Union, intersection, difference, symmetric difference, and complement of sets, De Morgan's laws, Venn diagram, Cartesian product of sets, power set, relation and function: Domain, codomain, and range of a relation, types of relations |
| Relation and function: Equivalence relation, representation of three dimensional space by RxRxR, types of functions and their domain, and range such as: Constant function, identity function, modulus function, logarithm function, exponential function |
| Types of functions and their domain, and range such as: Greatest integer function |
| Surjective, injective, and bijective functions, sum, difference and quotient of functions, and their range, composite function, inverse of a function |
Mathematics: Unit 03
Number system |
|---|
| Real numbers (algebraic and order properties, rational and irrational numbers), absolute value, triangle inequality, am ≥ gm, inequalities (simple cases), complex numbers as ordered pairs of reals |
| Representation of a complex number in the form a+ib and their representation in a plane, Argand diagram |
| Algebra of complex numbers, modulus, and argument of complex numbers, conjugate a complex number, quadratic equation in real numbers, and their solution, relation between roots and coefficients, nature of roots, formation of quadratic equation with roots |
| Permutations and combinations, fundamental principle of counting, permutation as an arrangement and combination as a selection, meaning of P (n, r) and C (n, r), simple applications, binomial theorem for positive integral index |
| General term and middle term, properties of binomial coefficient and their applications, identities involving binomial coefficients |
Mathematics: Unit 04
Determinants and matrices |
|---|
| Determinants and matrices up to third order, minors and cofactors, properties of determinants, matrices up to third order, types of matrices, algebra of matrices, properties of determinant, evaluation of determinants, adjoint and inverse of matrix |
| Application of determinants and matrices to the solution of linear equations (in three unknowns) |
Mathematics: Unit 05
Trigonometry |
|---|
| Compound angles, multiple and submultiple angles, trigonometric identities, solution of trigonometric equations, trigonometric functions, properties of triangles, inverse trigonometric function and their properties |
Mathematics: Unit 06
Coordinate geometry of two dimensions |
|---|
| Cartesian system of rectangular coordinates in a plane, distance formula, section formula, locus and its equation, translation of axes, slope of a line, parallel and perpendicular lines, intercepts of a line on the coordinate axes |
| Various forms of equations of a line, intersection of lines, angles between two lines, conditions for concurrence of three lines, distance of a point from a line equations of internal and external bisectors of angles between two lines |
| Coordinates of centroid, orthocentre, and circumcentre of a triangle, equation of family of lines satisfying various conditions |
| Pairs of straight lines, standard form of equation of a circle, general form of the equation of a circle radius and centre of a circle, equation of a circle when the end points of a diameter are given |
| Points of intersection of a line and a circle and condition for a line to be tangent to a circle, equations of tangents to a circle, equations of parabola, ellipse, and hyperbola in simple forms, their tangents in standard form |
| Condition of tangency |
Mathematics: Unit 07
Coordinate geometry of three dimensions |
|---|
| Coordinates of a point in space, distance between two points, section formula, direction cosines and direction ratios, projection, angle between two intersecting lines |
| Angle between two planes, angle between a line and a plane |
| Distance of a point from a line and a plane |
| Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines |
Mathematics: Unit 08
Sequence and series |
|---|
| Definition, infinite geometric series, arithmetico-geometric series, exponential and logarithmic series, geometric mean between two given numbers, relation between AM and GM |
Mathematics: Unit 09
Vectors |
|---|
| Vectors and scalars, addition of vectors, components of a vector in two dimensions and three dimensional space, scalar and vector products, scalar and vector triple product |
Mathematics: Unit 10
Differential calculus |
|---|
| Concept of limit, limits of polynomial functions, rational functions, trigonometric functions, exponential and logarithmic functions, continuity of functions, continuity and differentiability, derivative of standard algebraic and transcendental functions |
| Differentiation of trigonometric, inverse trigonometric, logarithmic, and exponential functions, derivative of composite functions, functions in parametric form, implicit differentiation, differentiation of the sum, difference |
| Product and quotient of two functions, derivatives of order up to two, Rolle's and Lagrange's mean value theorems, applications of derivatives: Rate of change of quantities, monotonic-increasing and decreasing functions |
| Applications of derivatives: Maxima and minima of functions of one variable, tangents and normals, geometrical application of derivatives such as finding tangents and normals to plane curves |
Mathematics: Unit 11
Integral calculus |
|---|
| Standard methods of integration (substitution, by parts, by partial fraction, etc), integration of rational, irrational functions and trigonometric functions |
| Definite integrals and properties of definite integrals, fundamental theorem of calculus, evaluation of definite integrals, determining areas of the regions bounded by simple curves in standard form |
Mathematics: Unit 12
Differential equations |
|---|
| Definition, order, degree of a differential equation, general and particular solution of a differential equation, formation of a differential equation, solution of a differential equations by method of separation of variables |
| Homogeneous differential equations of first order and first degree, linear differential equations of the form dy/dx +p(x)y = q(x) |
Mathematics: Unit 13
Probability and Statistics |
|---|
| Measures of dispersion: Calculation of mean, median, mode of grouped and ungrouped data, calculation of standard deviation, variance, and mean deviation for grouped and ungrouped data, probability: Probability of an event |
| Probability: Addition and multiplication theorems of probability, mutually exclusive events, independent events, compound events, conditional probability, addition theorem, Baye’s theorem, random variables |
| Probability: Probability distribution of a random variate (binomial distribution only) |
Computer awareness: Unit 01
Introduction to computer |
|---|
| Brief history of computers, components of a computer, computer related general knowledge, application of computers, classification of computers, windows |
Computer awareness: Unit 02
Computer arithmetic |
|---|
| Number system with general base, number base conversion, elementary arithmetic operation |
| Introduction to algorithm and computer languages |
| Application Start Date | : | |
|---|---|---|
| Application End Date | : | |
| Exam Date | : | 18th September 2021 |
| Result Date | : | 29th September 2021 |
| Conducted By | : | |
| Official Website | : | http://www.odishajee.com |
