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Know All About BSc Course: Course Details, Eligibility and Other Details

Once we pass 12th standard, the most important thought that arises in our mind is which course to opt for or what is the criteria or entrance procedure of various courses. BSc or Bachelor of Science, as we know it, is one of the foremost undergraduate course choices for science stream students.

The course offers practical as well as theoretical knowledge about the concerned specialized area. In order to help you understand better, we bring to you an example. Suppose you opt for BSc (Math) after classes 12th, then your study curriculum will aware you about various practical uses related to the subject of Mathematics as well build your understanding of the subject.

RK Educational Institute provides the most economical and top BSc coaching in Chandigarh. It is the no.1 coaching and best institute for BSc entrance in Chandigarh with result oriented and excellent coaching facilities. The in-depth and strong knowledge that students acquire at the institute, helps them secure top rank in the entrance exam and further secure their admission in the BSc course.

BSc Course Eligibility

BSc or Bachelor of Science is an undergraduate level course for students who have passed the 12th standard exams. The course duration is of 3-5 years, depending upon the course and university/college applied for.

The applying candidates must be a science graduate and have Physics, Chemistry and Biology or Math or both as one of the major subjects.

She/he must have secured minimum 50% marks (depends on the college applied for) in the 12th board exam from a recognized school/board.

Top BSc Courses that Students Opt For

At RK Educational Institute, the top BSc coaching in Chandigarh, students are prepared for general as well as specialized branches of BSc. Here, the students get the perfect environment meant to learn and imbibe new skills and knowledge. Secure your admissions to top universities and colleges in the country with the best institute for BSc entrance in Chandigarh.

Some of the major BSc courses along with basic details are mentioned below:

BSc (Computer Science)

Aim: The course concentrates on educating students about the best agricultural practices and technologies available in the market. It also specializes students and aware them about countless methods to upsurge crop productivity and yield.

Core Subjects: Agriculture, Forestry, Fish culture, Horticulture, Agronomy, Plant pathology, Soil sciences, Agriculture policies etc.

BSc (Agriculture)

Aim: Technology is ever changing at a fast pace. The course is formulated in a way that aims to equip students with the various technical and practical aspects in the software field.

Core Subjects: Fundamentals of computer science, Introduction to DBMS, Computer Graphics, Software Engineering, Web Design and Technology, Computer programming languages etc.

BSc (Mathematics)

Aim: It is an undergraduate course that aware students about various practical and theoretical aspects of areas related to Mathematics. It enriches analytical and logical skills of students using rationale approach.

Core Subjects: Calculus, Analytical Geometry, Real analysis, Environmental studies, Real functions, Database lab, Linear algebra, Complex analysis, matrix analysis, Ring theory etc.

BSc (Biotechnology)

Aim: Biotechnology is an applied science branch. It comprises of various techniques related to genetic engineering, genes theory, microbiology etc. The purpose of this course is to understand and develop human race and make human life better.

Core Subjects: Biotechnology, Biological chemistry, Microbiology, Cell Biology, Genetics, gene analysis, Animal and plant genetics, Molecular biology, Animal and plant biotechnology, bio-statistics, computational biology etc.

BSc (Chemistry)

Aim: It is course that deals with the various chemical changes, reactions as well as behavior of matter around us. Here we study about various types of atoms, molecule, elements etc.

Core Subjects: Analytical chemistry, Medicinal chemistry, Organic chemistry, Inorganic chemistry, Application of computers in Chemistry, Molecular Modeling and Drug Design. Polymer Chemistry, Green Chemistry, Biochemistry etc.

Some of the other well-known fields of BSc courses include: BSc (Biology), BSc (Geology), BSc (Food Technology), BSc (Zoology), BSc (Home Science), BSc (Forensic Science), BSc (Nautical Science), BSc (Mathematics), BSc (Instrumentation), BSc (Chemistry), BSc (Geology), BSc (Information Technology (IT), BSc (Physical Science) etc.

Mode of Education

The course is offered as a full time course as well as part-time course across various colleges in the country.

BSc (General) VS BSc (Honors)- The big question?

In India, BSc degree which is awarded to students is generally of two types- BSc Honors and BSc General. Though, both the degrees have their own benefits but still there are few factors that differentiate them from each other.

BSc (General) is more of a foundation level course that gives elementary and little bit advance knowledge to science students.

BSc (honors) as the name suggests is a higher preference course. It not only develops the basic fundamental concepts but also increases advanced theoretical as well as practical knowledge related to the subject applied for.

Career Prospects of Bachelor of Science Course

There are innumerable career opportunities for BSc graduates in the country as well as abroad. The job options are available in science as well non-science related fields’ technical, non-technical as well as semi technical profiles.

The job designations and area of working vary from specialization applied for like biotechnology graduates can opt for pharmacy companies, research companies, genetic banks etc while a chemistry graduate can apply for lab executive, medical research, utility companies, chemical manufacturing companies etc.

RK Education Institute has maintained best preparation standards for students across the country. The classrooms are equipped with all modern facilities which make it the top BSc coaching in Chandigarh as well as the best institute for BSc entrance in Chandigarh.

Every year, hundreds of RKites qualify the BSc entrance exams conducted by the top institutes in the country. It has helped many students fulfill their dream and aspirations.

The specially designed course curriculum at the institutes helps RKites stand apart from others. The course material is designed under the guidance of expert tutors and professionals who have years of experience and expertise in their respective fields. Secure your future with us. Become a graduate with a degree in Bachelor of Science.


  • Transformation Of Axes In Two Dimensions
  • Pair Of Straight Lines
  • Circles
  • Conics
  • Further Study Of Conics


  • Properties Of Real Numbers
  • Limits And Continuity
  • Infinite Limits
  • Indeterminate Forms
  • Mean Value Theorem
  • Succesive Differentiation
  • Derivative Of Hyperbolic Functions


  • De Moivre Theorem And Applications
  • Summation Of Series
  • Functions Of A Complex Variable
  • Elementary Operations On Matrices
  • Rank Of A Matrix
  • Linear Dependence And Independence Of Vectors
  • Linear Equations
  • Eigen Values And Eigen Vectors



  • Transformation Of Axes In Three Dimensions
  • Sphere
  • Cylinder
  • Cone
  • Equations Of Ellipsoid ,Paraboloid And Hyperboloid
  • Reduction Of Second Degree Equations


  • Concavity And Convexity And Points Of Inflexion
  • Multiple Points
  • Asymptotes
  • Curve Tracing
  • Curvature
  • Integration Of Hyperbolicand Inverse Hyperbolic Functions
  • Reduction Formulae
  • Numerical Integration
  • Summation Of Series
  • Rectification
  • Volume And Surface Of Solid Of Revolution


  • Polynomial Equations
  • Relation Between Roots And Coefficient
  • Transformation Of Equations
  • Descarte Rule Of Signs
  • Newtons Method Of Divisors
  • Solution Of Cubic And Biquadratic Equations



  • Exact Differential Equations
  • Equations Of First Order And Higher Degree
  • Singular Solution
  • Orthogonal Trajectories
  • Linear Equations With Constant Coefficients
  • Homogenous Linear Ordinary Differential Equations
  • Linear Differential Equations Of Second Degree
  • Simultaneous Equations


  • Limit And Continuity Of Functions Of Two Or Three Variables
  • Partial Differentiation
  • Jacobians
  • Vector Calculus
  • Envelopes And Evolutes
  • Maxima And Minima


  • Composition And Resolution Of Concurrent Forces
  • Equillibrium Of Three Forces Acting At A Point
  • Parallel Forces
  • Moments And Couples
  • Equillibrium Conditions For Coplanar Forces
  • Friction



  • Sequential Continuity And Uniform Continuity
  • Sequences
  • Infinite Series
  • Rearrangement Of Terms


  • Solutions Of Differential Equations In Series
  • Bessels Equation ,Function And Their Properties
  • Legendre's ,Equation,Function And Their Properties
  • Partial Differential Equations Of First Order
  • Laplace Transforms
  • Inverse Laplace Transforms And Convolution Theorem
  • Applications Of Laplace Transforms To Solve Integral And Differential


  • Motion With Constant Acceleration
  • Laws Of Motion
  • Motion With Variable Acceleration
  • Simple Harmonic Motion
  • Curvillinear Motion Of A Particle In A Plane
  • Work Power And Energy
  • Relative Motion
  • Momentum And Impulse



  • Countable And Uncountable Sets
  • Riemann Integration
  • Improper Integrals
  • Beta And Gamma Functions
  • Frullani's Integral And Integral As A Function Of Parameter


  • Groups
  • Subgroups And Quotient Groups
  • Homomorphism And Isomorphism Of Groups
  • Permutation Groups And Conjugate Elements
  • Rings And Integral Domains
  • Subrings Ideal And Quotient Rings
  • Homomorphism And Isomorphism Of Rings
  • Polynomial Rings


  • Review Of Notion Of Probability
  • Skewness And Kurtosis
  • Random Variables
  • Discrete Random Variables
  • Continuous Random Variables
  • Bivariate Random Variables
  • Chi Square Distribution



  • Double And Triple Integrals
  • Vector Integration
  • Gauss,Green And Stokes Theorem
  • Sequences And Series Of Functions
  • Power Series
  • Fourier Series


  • Preliminaries
  • Vector Spaces
  • Linear Transformation
  • Linear Transformation And Matrices
  • Characteristic Roots And Characteristic Vectors Of Matrice


  • Solution Of Non Linear Equations
  • Interpolation
  • Numerical Differentiation
  • Numerical Integration
  • System Of Linear Equations
  • Algebraic Eigen Value Prolems
  • Numerical Solution Of Ordinary Differential Equations


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In 2001, R.K. Educational Institute started its foray in coaching with its flagship brand. We utilize vast experience to make RKEI a unique brand. Our skillful teaching methodologies has led RKEI emerge as one of best educational institute for medical & non-medical courses.

Our objective is to provide studying opportunities to all the students and enhance their development. By providing quality education, we adapt to the latest in the field of entrance examinations and utilize flexible teaching methodologies. Today, rapidly changing pattern of examinations makes a strong training more essential than ever. RK Educational Institute helps you lay the foundation for a successful career.


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