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JM College, Bhurkunda, the affiliated college was established in 1979 is located in Ramgarh, Jharkhand. Located in Patel Nagar close to Bank More this institution has been in existence to provide education in the region for more than forty years. Currently, the college is accredited by the National Assessment and accreditation Council (NAAC) to justify quality standards in education. JM College occupies a large piece of land of 5 acres in order to enhance and foster learning among the students. The college has a total of 2925 students and employs 41 committed staff members in the faculty. Currently, JM College provides 8 courses under 6 degree programmes to meet different students’ learning demands and future employment needs.
JM College has various facilities which in one way or another contribute to the improvement of the learning ability of the learners. Again, it is a source of knowledge and, therefore, makes it easy for the students to access the nobel resources required in their endeavours. In particular for those who have an interest in sports, the college provides numerous facilities in order to enhance sport and communal exercise among the students. It also values technology highly as can be evidenced by a good technological facility that provide students with knowledge necessary to befit the modern society. Departmental laboratories afford practical experiences, which are necessary for the development of educative divergences in numerous fields of specialization. There are facilities on the college such as the parking hence having few bays for faculty, staff and students and a health centre that contains first aid facilities in the case of emergencies. Extra curricular activities are also are promoted in JM College; students can join activities like NSS and NCC.
JM College of Bhurkunda has a total of 8 courses that they offer and all coming with full time options. The course offered can be grouped in the fields of Arts, Commerce, Science and Information Technology such as BA, BCA, BBA. Though the number of seats to be allocated to different course are not pre-metricated, the total student intake capacity of the college is 2925. The diversified offer of programmes gives the student an opportunity to choose fields that will suit his or her preference and career aspirations within academic and more modern disciplines.
JM College, Bhurkunda has sample and simple admission requirements that any interested learner will follow easily. No particular days for admission are mentioned Though candidates may apply for any day, it is advised that they should have a check on the college website or get in touch with the admission cell to get the latest updates on when they wish to apply for admission. In a merit basis, the college takes admission for students basing on their results in their qualifying exams. Training and employment centre of JM College is responsible for arranging campus interviews and co-ordinating the procedure for the final placing of the students. This cell intends to help the student to understand the interface between the academic institution and the corporate world. Unfortunately, there is no specific information on scholarships, although students are welcome to contact the College itself in order to find out more about financial assistance.
Parameter | Description |
---|---|
Established | 1979 |
Courses | 6 Degrees and 8 Courses |
Institute Type | Affiliated College |
Student Count | 2925 |
Faculty Count | 41 |
Campus Size | 5 acres |
Syllabus Maths(Hons.)
Semester 1
Core course 1
ANALYTIC GEOMETRY 2D, HIGHER ALGEBRA & TRIGONOMETRY
Theory: 75 Lectures; Tutorial:15 Lectures
UNIT I - ANALYTICAL GEOMETRY OF 2D
Change of rectangular axes. Condition for the general equation of second degree to represent parabola,
ellipse, hyperbola and reduction into standard forms. Equations of tangent and normal (Using Calculus).
Chord of contact, Pole and Polar. Pair of tangents in reference to general equation of conic. Axes, centre,
director circle in reference to general equation of conic. Polar equation of conic.
UNIT II - HIGHER ALGEBRA & TRIGONOMETRY
Statement and proof of binomial theorem for any index, exponential and logarithmic series.
De Moivre’s theorem and its applications.
Trigonometric and Exponential functions of complex argument and hyperbolic functions.
Summation of Trigonometrical series.
Factorisation of sin , cos .
Books Recommended:
Analytical Geometry & Vector Analysis – B. K. Kar, Books & Allied Co., Kolkata
Analytical Geometry of two dimension – Askwith
Coordinate Geometry – S L Loney.
Trigonometry – Das and Mukherjee
Trigonometry - Dasgupta
Core Course 2
DIFFERENTIAL CALCULUS & VECTOR CALCULUS
Theory: 75 Lectures; Tutorial:15 Lectures
UNIT I - DIFFERENTIAL CALCULUS
Successive differentiation, Leibnitz’s theorem. Maclaurin and Taylor series expansion.
Partial differentiation, Euler’s theorem for functions of two variables, Total differential, Jacobian.
Tangent and normal, curvature. Asymptotes. Maxima and Minima of functions of two variables,
Lagrange’s multipliers.
UNIT II - VECTOR CALCULUS
Product of three and four vectors, work done, moment of a vector about a point and a line.
Scalar and vector point functions, differentiation of a vector function of scalar variables. Gradient,
Divergence and Curl, second order operators in Cartesian coordinate system.
Suggested Readings
Calculus – G B Thomas & R L Finney.
Differential Calculus – Das & Mukherjee.
Vector Calculus – Dasgupta.
Vector Calculus – Shanti Narayan
Semester 2
Core Course 3
ANALYSIS - I Theory: 75 Lectures; Tutorial:15 Lectures
UNIT I – ANALYSIS - I
The axiom of least upper bound and greatest lower bound in R. The completeness property of R,
Archimedean property, density of rational and irrational numbers in R. Neighbourhoods and limit
point of a set, open and closed sets, isolated points, Bolzano – Weierstrass theorem for sets (Statement
only).
Sequences, bounded sequence, convergent sequence, monotonic sequence, subsequence, Cauchy
sequence and Cauchy’s general principle of convergence.
Infinite series, Convergence and divergence of infinite series of real numbers, Pringsheim’s theorem,
Comparison test, Cauchy’s root test, D’Alembert’s ratio test, Raabe’s test, De-Morgan’s and
Bertrand’s test, Gauss’s ratio test, Cauchy’s condensation test, Integral test, Alternating Series,
Leibnitz test, Absolute and conditional convergence.
Books Recommended:
Elements of Real Analysis – Shanti Narayan & M D Raisinghania.
Higher Algebra – S Bernard & J M Child
Core Course 4
LNTEGRAL CALCULUS & ANALYTIC GEOMETRY 3D
Theory: 75 Lectures; Tutorial:15 Lectures
UNIT I – INTEGRAL CALCULUS
Integration of rational and irrational functions.
Evaluation of definite integrals, Special integrals, differentiation and integration under the sign of
integration (Beta and Gamma functions are excluded), reduction formulae.
Point of inflexion, double point, curve tracing. Length of plane curve and area bounded by plane
curves. Volume and surface area of solid of revolution.
UNIT II – ANALYTICAL GEOMETRY 3D
Rectangular, spherical-polar and cylindrical co-ordinates, direction cosines.
Angle between straight lines, equation of planes and straight lines, shortest distance between the lines.
Sphere.
Suggested Readings
Calculus – G B Thomas & R L Finney.
Integral Calculus – Das & Mukherjee.
Integral Calculus – Lalji Prasad.
Coordinate Geometry of 3D – J T Bell
Analytical Geometry of 3D – Lalji Prasad.
Semester 3
Core Course 5
THEORY OF REAL FUNCTIONS Theory: 75 Lectures; Tutorial:15 Lectures
UNIT I
Limit of functions: Limit, algebra of limit of functions. Continuity and discontinuities, algebra of
continuous functions. Intermediate value theorem, location of roots theorem, preservation of intervals
theorem. Uniform continuity, functions of bounded variations
And more download the pdf syllabus from the Vinoba Bhave University Site or Ranchi University(same syllabus) site
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