GNDU Syllabus 2024: Students of Guru Nanak Dev University, who are pursuing BA, BCA, MA, MSC, MCOM and others programmes from same university can ਡਾਊਨਲੋਡ semester wise Exam GNDU Syllabus from this page.
Guru Nanak Dev University is all set to conduct UG / PG semester wise exams as on the specified dates, so students need to start their preparation as according to GNDU Exam Syllabus to get qualifying marks in examination.
Overviews of GNDU Exam
Exam type | Educational |
Conducting Authority | Guru Nanak Dev University |
Category | Syllabus |
Programmes | BA, BCA, MA, MSC, MCOM and others |
ਗੁਰੂ ਨਾਨਕ ਦੇਵ ਯੂਨੀਵਰਸਿਟੀ ਦੇ ਇਮਤਿਹਾਨ ਦੇ ਸਿਲੇਬਸ 2024
ਹਰ ਸਾਲ ਗੁਰੂ ਨਾਨਕ ਦੇਵ ਯੂਨੀਵਰਸਿਟੀ ਅਗਲੇ ਵਿਦਿਅਕ ਪੱਧਰਾਂ ਲਈ ਯੋਗ ਦਾਅਵੇਦਾਰਾਂ ਨੂੰ ਉਤਸ਼ਾਹਿਤ ਕਰਨ ਲਈ ਸਾਲਾਨਾ ਸਮਾਰੋਹ ਦੇ ਨਾਲ ਨਾਲ ਸਾਲਾਨਾ ਪ੍ਰੀਖਿਆ ਕਰਦੀ ਹੈ. ਜੀਐਨਡੀਯੂ ਪ੍ਰੀਖਿਆ ਵਿਚ ਬਹੁਤ ਸਾਰੇ ਉਮੀਦਵਾਰ ਹਿੱਸਾ ਲੈਂਦੇ ਹਨ. ਜਿਹੜੇ ਉਮੀਦਵਾਰ ਇਸ ਸਾਲ ਵੱਖ ਵੱਖ ਕੋਰਸਾਂ ਦੀ ਯੂਜੀ / ਪੀ.ਜੀ. ਪ੍ਰੀਖਿਆ ਵਿਚ ਹਿੱਸਾ ਲੈਣ ਜਾ ਰਹੇ ਹਨ, ਉਨ੍ਹਾਂ ਨੂੰ ਯੂਨੀਵਰਸਿਟੀ ਦੇ ਸਰਕਾਰੀ ਵੈਬਸਾਈਟ ‘ਤੇ ਜਾ ਕੇ ਗ੍ਰੰ.
Candidates may get entire GNDU Syllabus 2024 for better preparation from the beneath segment of this page, which is well tailored by the team of https://goldeneraeducation.com. Have aglance on below!!!!
GNDU Faculty Of Sciences Syllabus
Inorganic Chemistry-I
Organic Chemistry of Functional Groups – I
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GNDU Syllabus for Mathematics – I
Trigonometry
T- ratios, addition and subtraction formulae, multiple angles, sub-multiple angles, trigonometric equations, inverse trigonometrical functions (proofs of articles are not required). |
Algebra
Fundamental principle of counting, Permutation and Combination with simple applications. Principle of mathematical induction, statement of Binomial Theorem and its applications. |
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Determinants and Matrices
Introduction to matrix, Different kinds of matrices, Addition, Multiplication, Symmetric and Skew symmetric matrix, Transpose of matrix. Determinant of matrix, properties of determinant, product of two determinant of third order. Adjoint and Inverse of matrix, Rank of matrices, Condition of Consistency of system of linear equations, Eigen vectors and Eigen values using matrices, Cayley’s Hamilton Theorem (without proof). |
Co-ordinate Geometry
Polar & Cartesian co-ordinates in plane, different forms of straight lines. Angle between two straight lines. Conditions of parallelism and perpendicularity. Standard equations of circle, parabola, ellipse and hyperbola (without proof) and simple problems. |
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GNDU OPTICS Syllabus 2024
Interference |
Young’s experiment, Coherent Source, Phase and Path differences, Theory of interference fringes, Fresnel’s biprism, thickness of thin transparent sheet, interference in thin film due to reflected and transmitted light colour of thin film, Newtons rings and their application, Michelson & Febry-Perot Interferometer, Anti reflection coatings, Holography. |
Diffraction |
Introduction, Franunhoffer diffraction at a single slit and its discussion, Fraunhoffer diffraction at double slit, missing orders in a double slit, Diffraction of N slits and its discussion, Diffraction grating, Missing orders, dispersive power, Rayleigh Criterion for resolving power, resolving power of a diffraction grating |
Polarization |
Transverse nature of light, Polarization by reflection and refraction, Brewster’s Law, Malus Law, Double refraction, Nicol Prism, Elliptically and circularly polarized light, Quarter-wave and half-wave plates, production and detection of polarized light, Optical activity, specific rotation. Half shade polarimeter. |
Download PDF here: GNDU Faculty Of Sciences Syllabus
GNDU PG Diploma In Cosmetology Syllabus
Paper – I (Theory)
Personality Development
Personal Grooming
Colour And Outfit Culture
Visual Poise
Speaking and Conversational charm
Het here: GNDU PG Diploma In Cosmetology Syllabus
GNDU Syllabus B. Sc (Physics)
Mechanics syllabus 2024
Frames of References |
Inertial frame of reference, Galilean transformation, Galilean Invariance of space & time intervals; Newton’s laws of motion; law of conservation of linear momentum & energy. Inertial and non-inertial frames and fictitious forces. Effect of rotation of earth on ‘g’. Effects of centrifugal and Coriolis forces produced as a result of earth’s rotation. Foucault’s pendulum and its equation of motion. |
Conservation of Momentum and Collisions |
Internal forces and momentum conservation. Centre of mass. Elastic collisions in laboratory and center of mass systems; velocities, angles, energies in these systems and their relationships. Conservation of angular momentum and examples-shape of the galaxy, angular momentum of solar system. Torques due to internal forces, angular momentum about center of mass. Cross-section elastic scattering and impact parameter, Rutherford scattering. |
Inverse-Square-Law Force |
Forces in nature (qualitative). Central forces, Potential energy and force between a point mass and spherical shell, a point mass and solid sphere, gravitational and electrostatic self energy. Two body problem and concept of reduced mass. Motion of a body under central force, equation of orbit in inverse-square force field. Kepler’s laws and their derivation. |
Dynamics of Rigid Bodies |
Equation of motion of a rigid body, rotational motion of a rigid body in general and that of plane lamina. Rotation of angular momentum vector about a fixed axis. Angular momentum and kinetic energy of a rigid body about principal axis, Euler’s equations. Precession and elementary gyroscope, Spinning top. |
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GNDU B.Sc. (Hons. School) Physics
(Semester-I) MATHEMATICS– I syllabus
Functions and Derivatives |
Limits, continuity and derivative of function. Differentiation of standard functions, Successive differentiation. Geometrical significance of derivative. Maxima and Minima of a function of single variable. Partial differentiation. Chain rule of differentiation |
Differential Calculus |
Statement of Rolle’s theorem and Mean value theorem, Taylor’s and Maclaurins theorems and their applications to formal expansion of functions. Tangents and normals. Asymptotes and graphs of simple curves in Cartesian co-ordinates. |
Integral Calculus |
Integration as inverse of differentiation. Indefinite integrals of standard forms. Method of substitution. Integration using partial fractions. Integration by parts. Reduction formulae. Definite integrals. Definite integral as limit of a sum and geometrical interpretation as an area. Formal double and triple integrals and their uses in the determination of C. G. and Moments of inertia. |
Differential Equations |
Definition & formation of differential equations. Linear differential equation of first order and first degree. Linear homogenous and inhomogeneous differential equation of second order. Linear differential equations with constant coefficients. |
Download GNDU B. Sc. Physics syllabus PDF here
Faculty Of Laws Syllabus
LL.B syllabus 2024
Constitutional Law – I
Unit–I
Union and its Territory (Art 1–4)
Citizenship
Unit–II
Union Executive
The Vice President
Hit here: GNDU Faculty Of Laws Syllabus
GNDU Faculty Of Education Syllabus
Bachelor Of Education | Check here |
M.A. Education Syllabus | Check here |
Post Graduate Diploma in Computer Applications | Check here |
PRE PH.D COURSE IN EDUCATION | Check here |
Master of Education | Check here |
Faculty Of Engineering & Technology
B.SC. Information Technology | Hit here |
B. TECH. CIVIL ENGINEERING | Hit here |
B.TECH. Computer Science & Engineering | Hit here |
B. TECH. Mechanical Engineering | Hit here |
Preparation Books for B.COM exams
Preparation Books for BSC exams
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Simple Steps To Download GNDU Syllabus 2024
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This post was last modified on 2024-08-30 7:44 pm
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