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GANPAT UNIVERSITY
FACULTY OF SCIENCE
TEACHING AND EXAMINATION SCHEME Programme Bachelor of Science Branch/Spec. Mathematics
Semester I
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Sr. No.
Subject Code Subject Name
Teaching scheme Examination scheme (Marks)
Credit Hours (per week) Theory Practical
Lecture(DT) Practical(Lab.) Lecture(DT) Practical(Lab.) CE SEE Total CE SEE Total
L TU Total P TW Total L TU Total P TW Total
1 UMTA101IMT Introduction to Mathematics: I
4 -- 4 -- -- -- 4 -- 4 - -- -- 40 60 100 -- -- --
2 UPTA101PRA Practical Module-I -- -- -- 2 -- 2 -- -- -- 4 -- 4 -- -- -- -- 50 50
3 UPHA101GPH General Physics: I 4 -- 4 -- -- -- 4 -- 4 - -- -- 40 60 100 -- -- --
4 UPPA101PRA Practical Module-I -- -- -- 2 -- 2 -- -- -- 4 -- 4 -- -- -- -- 50 50
5 UCHA101GCH General Chemistry: I 4 -- 4 -- -- -- 4 -- 4 - -- -- 40 60 100 -- -- --
6 UPCA101PRA Practical Module-I -- -- -- 2 -- 2 -- -- -- 4 -- 4 -- -- -- -- 50 50
7 UENA101ENG English-I 2 -- 2 -- -- -- 2 -- 2 - -- -- 40 60 100 -- -- --
8 UICB101ITC Introduction to Computers-I
2 -- 2 -- -- -- 2 -- 2 - -- -- 40 60 100 -- -- --
Total 16 -- 16 6 -- 6 16 -- 16 12 -- 12 200 300 500 -- 150 150
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of Science Branch/Spec. Mathematics
Semester I Version 1.0.1.0
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Subject code UMTA101IMT Subject Name Introduction to Mathematics: I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit 4 -- -- -- 4 Theory 40 60 100
Hours 4 -- -- -- 4 Practical -- -- --
Pre-requisites:
Definitions of a plane, line and its general forms, Definitions of vectors and scalars, Basic concept of the first order derivative and integration of a real valued function.
Learning Outcome:
After successful completion of the course, students shall be able to understand analytical solid geometry, applying vector and integral calculus to real physical situations.
Theory syllabus
Unit Content Hrs
1 Sphere: Plane section of sphere, Interaction of two spheres, Intersection of sphere and line, Power at a point, Tangent plane and normal, Plane of contact, Angle of intersection of two spheres, Condition of orthogonality. Cone: Definition of cone, Vertex, Guiding curve, Generators, Equation of a cone with a given vertex and a guiding curve, Right circular cone with given vertex, Axis and semi vertical angel. Cylinder: Definition of a cylinder, Equation of cylinder whose generators intersects a given cone and is parallel to a given line, Equation of a right circular cylinder.
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2 Polar co-ordinator, Spherical and cylinder co-ordinates and their relations. Vector analysis: Scalar and vector product of three vectors, Product of four vectors, Reciprocal vectors, Vector differentiation, Gradient, Divergent and curl.
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3 Successive Differentiation: Successive derivatives, Some standard results for nth derivatives, Leibnitz’s theorem and its examples, Examples depend on Taylor’s theorem, Maclaurian’s series and its examples, Expansion of power series of .
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4 Integration: Application of definite integrals to summation of the series; rectification; surface and volume revolution.
e o or la
where and its
example.
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Text Books
1 “Mathe ati s-CCMAT-111”, Nirav Publication first edition 12-13.
Reference Books
1 “I tro tio to Ve tor A alysis”, Herry F.Davis, Arther David saider, Fifth edition.
2 “Vector Analysis”, Murry R.Spiegel.
3 “Differential calculus”, Shantinarayan.
4 “Integral calculus”, Shantinarayan.
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of Science Branch/Spec. Mathematics
Semester I Version 1.0.0.0
Effective from Academic Year 2013-14 Effective for the batch Admitted in July 2013
Subject code UPTA101PRA Subject Name Practical Module-I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit -- -- 2 -- 2 Theory -- -- --
Hours -- -- 4 -- 4 Practical -- 50 50
Pre-requisites:
Graph drawing skill, Successive derivative, Integration formula.
Learning Outcome:
After successful completion of the course, students shall be able improve problem solving skill as well as implement the Mathematical concept to solve real world problems.
Practical content
Sr. No.
Content Hrs
1 Draw the graph of and cardioids, asteroid. 12
2 Application of Leib itz’s theore , Taylor’s theore a Ma l rai theore . 12
3 Application of rectification by using integration 12
4 Application of surface revolution using integration. 12
5 Application of volume revolution. 12
Text Books
1 “Mathe ati s-CCMAT-111”, Nirav Publication first edition 12-13.
Reference Books
1 “I tro tio to Ve tor A alysis”, Herry F.Davis, Arther David saider, Fifth edition.
2 “Vector Analysis”, Murry R.Spiegel.
3 “Differential calculus”, Shantinarayan.
4 “Integral calculus”, Shantinarayan.
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of Science Branch/Spec. Mathematics
Semester I Version 1.0.1.0
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Subject code UPHA 101 GPH Subject Name General Physics
Teaching scheme Examination scheme (Marks)
Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit 4 -- -- -- 4 Theory 40 60 100
Hours/Week 4 -- -- -- 4 Practical -- -- --
Pre-requisites:
Basic concepts of Secondary and Higher Secondary science.
Learning Outcome:
Students gain a fundamental knowledge about Classical Mechanics, Electronics and Electrical, Heat and Thermodynamics
Theory syllabus
Unit Content Hrs
1
1.1
(A) VECTOR ALGEBRA Introduction to scalars and vectors, Surface area as a vector, Triple Products of Vectors (2.20),
Scalar Triple Product (2.21), Some Important Conclusions from Scalar Triple Product (2.22), The
Vector Triple Product A X (B X C) (2.23), Differentiation of a Vector with Respect to time (3.1),
Scalar and Vector Fields (3.3), Partial Differentiation and Gradient (3.4), Operations with (3.5),
The rate of Flow of flux of a Vector Field (3.8), Vector Integration (3.9), Surface Integral (3.12),
Gauss‟s Divergence Theorem (3.13), Stoke‟s Theorem (3.14),
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1.2
(B) SIMPLE HARMONIC MOTION
Composition of Two Simple Harmonic Motions along the same direction of the same frequency
(2.8), Composition of two simple harmonic motions acting upon a particle simultaneously at right
angles to each other, same time period but different in phase (2.10), Motion in a resisting medium
(3.5).
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2
2.1
(A) D.C. CIRCUITS:
Simple R‐L Circuit ‐ Growth and Decay of Current Helmholtz equitation (11.24), R‐C Circuit
(11.25), Measurement of high resistance by method of leakage (11.26), Comparison of capacities
by De Sauty‟s Method (11.27), Ideal L‐C. Circuit (11.28), Series LCR Circuit (Charge case only)
(11.29),
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2.2
(B) ELEMENTARY NETWORK THEOREMS:
Network terminology, Network analysis by mesh currents (two & three mesh network) circuit
analysis by Node-pair voltages (one & two node pair voltage method), Superposition Theorem
(18.5), Thevenin‟s Theorem (18.6), Norton‟s Theorem (18.7), Maximum Power Theorem (18.8),
Delta-Star conversion theorem
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3
3.1
(A) HEAT AND THERMODYNAMICS:
Second Law of Thermodynamics (2.8), Carnot‟s Theorem (2.9), Thermodynamic Scale of
Temperature (2.10), Identity of Perfect Gas Scale and Absolute Scale (2.11), Thermodynamics of
Refrigeration (4.2)
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3.2
(B) ENTROPY:
Entropy (2.13), Change of Entropy in a Reversible process (2.14), Change of Entropy in an
Irreversible process (2.15), Principle of increase of entropy or degradation of energy (2.16),
Formulation of the second law in terms of entropy (2.17), Entropy and Second Law (2.18)
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4
4.1
(A) ELECTRONICS - 1
DC power supply: Use of diodes in rectifiers, The Half Wave Rectifier (2.2),Voltage regulation
(2.3), Ripple factor(2.4) Ratio of Rectifications (2.5),Transformer utilization factor (2.6),The Full
Wave Rectifier (2.8),The Bridge Rectifier (2.9), Filters: The Inductor filter (3.1),Shunt capacitor
filter, (3.3),Ripple factor (3.4),The Choke input filter (3.9),Ripple factor in LC filter (3.10),Value
of Critical inductance (3.11),The CLC filter or PI filter (3.13)
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4.2 (B) TRANSISTORS:
Introduction, Working of a transistor, Relation between currents in a transistor, Transistor current
components (4.18), Detailed Transistor Leakage currents (4.18‐1), CE Configuration static
characteristics (4.19‐1), Load line (4.21), Operating point (4.22)
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Reference Books UNIT – I
Basic reference:
1. Electricity and Magnetism By K.K. Tewari (S.Chand & Company Ltd.)
2. Introduction to Classical Mechanics By R. G. Takwale & P.S. Purinik (Tata McGraw-Hill Publishing Company Ltd., New
Delhi.
3. A Textbook on Oscillations, Waves and Acoustics ‐ By M.Ghosh & D. Bhattacharya, (S.Chand & Company Ltd.)
4. Other reference:
5. Mathematical methods in physical sciences By M.L.Boas (John Willey & Sons)
6. Waves And Oscillations By N.Subrahmanyam & Brij Lal (Vikas Publishing House Pvt Ltd., New Delhi)
UNIT – II
Basic reference: For (a) & (b)
1. Electricity and Magnetism By K.K. Tewari (S.Chand & Company Ltd.)
Other reference:
2. Electrical Circuit Analysis By Sony and Gupta
3. Network Analysis By G.K. Mittal (Khanna Publications)
4. Electricity and Magnetism By D.C. Tayal
5. Principles of Electrical Engineering (2nd Edition) Vincet Del Toro (Prentice-Hall of India Private Ltd).
UNIT – III
Basic reference: For (a) & (b)
1. Thermodynamics and statistical Physics By Singhal, Agarwal and Prakash (Pragati Prakashan, Meerut)
Other reference:
2. Heat and Thermodynamics By Zeemansky
3. University Physics By Sears, Zeemansky and Young (Narosa Publishing House)
4. Heat and Thermodynamics By Richard H.Dittmon, & Mark W. Zemansky (TMH)
5. Heat and Thermodynamics By A.B. Gupta and H.P. Roy (New Central Book)
UNIT – IV- Basic reference:
1. Electronic Devices & Circuits by Allen Mottershead (PHI Pvt. Ltd)
Basic reference:
1. Hand Book of Electronics by Gupta & Kumar (Pragati Prakashan, Meerut‐Revised edition)
Other reference:
2. Electronics and Radio Engineering by M. L. Gupta.
3. Basic Electronis and Linear circuits by Bhargva Kulshreshth & Gupta TMH Edition
4. Elements of Electronics by Bagde & Singh.
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of Science Branch/Spec. Mathematics
Semester I Version 1.0.0.0
Effective from Academic Year 2013-14 Effective for the batch Admitted in July 2013
Subject code UPPA 101 PRA Subject Name PRACTICAL MODULE-I
Teaching scheme Examination scheme (Marks)
Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit -- -- 2 -- 2 Theory -- -- --
Hours/Week -- -- 4 -- 4 Practical -- 50 50
Pre-requisites:
Basic concepts of Secondary and Higher Secondary science.
Learning Outcome:
Students will gain experimental knowledge about Classical Mechanics, Electronics and Electrical, Heat and Thermodynamics
Practical content 01 Damping coefficient, Relaxation and quality factor in the damped motion of a simple Pendulum
02 M.I. of a Fly wheel.
03 Verification of Steafan‟s law using A.C. Source.
04 Arrangement of Spectrometer for parallel rays using Schuster method and calibration of spectrometer.
05 Refractive index of liquid using convex lens.
06 Study of Resonator.
07 To determine the magnetic moment of a given Bar magnet using deflection magnetometer in Gauss A
and B position.
08 Determination of the capacity „c‟ of condenser.
09 Study of the series resonance with frequency variation.
10 Decay of Potential across condenser.
11 P‐N Junction diode as Half Wave Rectifier (i) Without filter (ii) With Series inductor Filter (iii) With
Shunt Capacitor Filter. Calculation of percentage of regulation.
12 V‐I characteristics of Zener diode and its use as Voltage regulator.
13 Verification of Thevenin‟s theorem.
14 Characteristics of common Emitter Transistor.
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of SCIENCE Branch/Spec. Mathematics
Semester I Version 1.0.1.0
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Subject code UCHA 101 GCH Subject Name GENERAL CHEMISTRY-I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit 4 -- -- -- 4 Theory 40 60 100
Hours 4 -- -- -- 4 Practical -- -- --
Pre-requisites:
Students should have basic knowledge of chemistry up to 10+2 level.
Learning Outcome:
Basic knowledge of valence bond theory and its applications.
Knowledge of f-block elements and their periodic properties.
Understanding of the concept of lanthanide contraction.
Understanding of the concepts of general organic chemistry.
Knowledge of reactions and mechanisms in organic chemistry.
Basic concepts and theories of thermodynamic chemistry.
Introduction of analytical chemistry and related terms.
Theory syllabus
Unit Content Hrs
1 1.1 CHEMICAL BONDING Valence bond theory. Application of valancebond theory. Directional characteristics of covalent bond (s-s, s-p and p-p). Various types of hybridization and shape of simple inorganic molecules V.S.E.P.R. theory for NH3, H2O, CH4 . M.O. Theory-Energy level diagram for homo nucleus diatomic molecules (N2 and O2) and hetero diatomic molecule (CO and NO)
1.2 F–BLOCK ELEMENTS History of Lanthanides. Minerals of lanthanides. Electronic configuration of lanthanides. Oxidation state of lanthanides. Color of lanthanides. Magnetic properties of lanthanides. Lanthanide contraction, Effect of lanthanide contraction Separation method
(1)Solvent extraction methods (2)Ion Exchange Method
02 2.1 STRUCTURE AND PROPERTIES Factors affecting to the properties of organic molecule Intermolecular forces
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Dipol-dipol interaction
Vander waals forces Intramolecular forces
Electromeric effect
Inductive effect
Resonance effect (draw resonating structures of Nitro benzene, Chlorobenzene, Phenoxide ion, Anillinium ion, Acetate ion)
Hyperconjugation
2.2 REACTION MECHANISM
Fission of Co-Valent bond ( With atleast one reaction as a example of each intermediates )
1. Types of reagents. 2. Types of organic reactions with mechanism.
Nucleophillic Substitution reactions
Electrophillic Substitution reactions
Nucleophillic addition reactions
Electrophillic addition reactions
Elimination reactions (E1 & E2)
03 3.1 THERMODYNAMICS
System and surrounding- work & heat, state function, thermodynamic process, internal energy, enthalpy, free energy, maximum work function.
Zeroth law of thermodynamics
First law of thermodynamics
Concept of entropy ; entropy change for an ideal gas under different conditions, entropy change for mixture of ideal gases.
Heat capacity, specific and molar heat capacity, heat capacity at constant volume and pressure and their relationship
Free energy work functions : Helmholtz free energy (A), Gibbs free energy (G), relation between A & G, Helmholtz work function and free energy function for isothermal condition and its physical significance, free energy change with pressure and temperature.
Work done in adiabatic and isothermal reversible expansion of an ideal gas.
Carnot cycle and its efficiency
Gibbs-Helmholtz equation
Want-hoff isotherm and isochors
Numerical
04 4.1 ANALYTICAL CHEMISTRY • I tro tio to A alyti al Che istry • Classi i atio o Classi al a Ele troanalytical Techniques. • Literat re o A alyti al Che istry(Na es o A thor a P blishers or A y Te Books, Journals and Reviews) • Criterio or Sele tio o a alyti al Te h iq es. • A alyti al Data Treat e t
Error, Types of errors, Accuracy and Precission. Statistical Terms : Mode, Average, Median, Deviation, Average Deviation, Relative Average Deviation, Standard Deviation & Coefficient of
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variance. Q-Test for the rejection of result and related numericals. Q-Test for the rejection of result and related numericals.
Practical content
Text Books
1 ‘Source Book on Atomic Energy' by Glastone, 1969.
2 ‘Mo er I orga i Che istry' by G.F. Lipor i, ELBS, 4th edn, Colling Educational, 1983.
3 'Organic reaction and mechanism, P.S. Kalsi, New Age international Publishers.
4 Text book of organic Chemistry, P.S. Kalsi, New Age international Publishers.
5 Text book of Organic Chemistry, Arun Bahal, S.Chand.
6 Physical Chemistry (Question and Answer) by R.N. Madan, G.D. Tuli, S.Chand.
7 Fundamentals of Analytical Chemistry by Skoos & West.
8 Analytical Chemistry, Garry D. Christain.
Reference Books
1 ‘Inorganic Chemistry' D.F. Shriver, P.W. Atkinss and C.H. Longford, 3 rd edn, ELPS Oxford University Press, 1999.
2 ‘Nuclear and Redio Chemistry' by G fried lander, J.W. Kennedy, E.S. Macias and J.M. Miller, 3rd edn, John Wiley, 1981.
3 Essentials of Nuclear Chemistry' H.J. Arnical, 4th edn, New Age International, 1995
4 ‘Concise Inorganic Chemistry' J.D. Lee, 5th edn.
5 ‘Inorganic Chemistry', D.F. Shriver, P.W. Atkinss, 3rd edn, Oxferd, 1999.
6 Concise Inorganic Chemistry' J.D. Lee, 4th edn, Champman and Hall ELBS, 1991.
7 Inorganic Chemistry' by A.G. Sharp, 3rd edn, ELBS, Longman, 1990.
8 Organic Chemistry Vol. I & II, S.M. Mukherji, S.P.Singh, R.P. Kapoor.
9 Reaction mechanism in Organic Chemistry, S.M. Mukhergi, S.P. Singh. 3rd edn, Macmillan.
10 Reaction Mechanism and Reagents in Organic Chemistry, Gurdeep R. Chatwal 4th edn, Himalaya Publication House.
11 Advance Physical Chemistry by Gurdeepraj.
12 Organic Chemistry, R. Morrison and R. Boyd, 6th edn, Pearson Education 2003.
13 Organic Chemistry, T.W. Graham Solomons , 4th edn, John Wilay, 1998.
14 Principal of Physical Chemistry by Puri, Sharma, Pathania.
15 Chemical Thermodynamics by R.P. Rastogi and R.R. Misra.
16 Nuclear Chemistry by C.V. Shekhar, Dominent-Publisher, New Delhi.
17 Essentials of physical Chemistry by B.S. Bahal, Arun Bahal, G.D. Tuli.
18 Physical Chemistry by P.W.Atkins, 5th edn, Oxford 1994 7th edn-2002.
19 Physical Chemistry by R.A. Albert and R.J. Silby, John Wiley1995.
20 Physical Chemistry by G.H. Barrow, 5th edn, Mac Graw Hill, 1988, 6th edn, 1996.
21 Physical Chemistry by W.J. Moore, 4th edn, Orient Longmans 1969.
22 Analytical Chemistry, Day & Underwood.
23 Analytical Chemistry by Lerry & Hergins.
24 Qualitative Analysis by A.I. Vogel, 5th edn.
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of SCIENCE Branch/Spec. Mathematics
Semester I Version 1.0.0.0
Effective from Academic Year 2013-14 Effective for the batch Admitted in July 2013
Subject code UCHA 101 PRA Subject Name PRACTICAL MODULE: I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit -- -- 2 -- 2 Theory -- -- --
Hours -- -- 4 -- 4 Practical -- 50 50
Pre-requisites:
Before performing these practicals, students have basic knowledge of laboratory chemicals and apparatus which are used in performing chemistry practicals.
Learning Outcome:
Qualitative analysis of mixture of inorganic ions.
Understanding and practical applications of titration methods.
Practical use of various titration methods.
Preparation of solutions of various concentrations.
Practical syllabus
Sr. No.
Name of Practical Hrs
1 Inorganic Chemistry Semi micro Analysis:- • Catio a alysis; separatio a i e ti i atio o io s ro gro p I, II, III-A, III-B, IV, V-A, V-B. • A io a alysis like Cl- ,Br- ,I- , NO3
- , NO2- , SO4
-2, SO3-2, S-2, CrO4
-2, CO3-2, PO4
-3( Water Soluble and insoluble). Candidate should perform the analysis of at least 10 compounds.
2 Standardization 1) Preparation of standard solution of succinic acid and standardization of NaOH/KOH solution. 2) Preparation of standard solution of Na2S2O3 and standardization of I2 solution. 3) Preparation of standard solution of EDTA and estimation of Ca+2/Mg+2 in CaCl2/MgCl2
solution. 4) Preparation of standard solution of Oxalic acid and standardization of KMnO4 solution. 5) Preparation of standard solution of K2Cr2O7 and standardization of FeSO4 solution.
3 Demonstrations 1. Preparation of standard stock solution by w/v method and their different dilutions. 2. Preparation of standard stock solution of HCl by v/v method and their different dilutions.
Practical content
Text Books
1
Reference Books
1
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of SCIENCE Branch/Spec. MATHEMATICS
Semester I Version 1.0.1.0
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Subject code UENA 101ENG Subject Name ENGLISH-I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit 2 - 0 - 2 Theory 40 60 100
Hours 2 - 0 - 2 Practical 00 00 00
Pre-requisites:
Students should have basic knowledge of English language.
Students should have ability to speak and write correct sentences in their day to day language.
Students should be able to comprehend the communication acts.
Learning Outcome:
Understanding of basic grammar.
Basic vocabulary development.
Knowledge of prose and composition.
Theory syllabus
Unit Content Hrs
1 Selected Prose 9
1. Miss S ith’s Dog 2. Thomas Edison 3. Try Again 4. William Tell 5. A Day’s Wait 6. One Own Duty (Fro Lear ers’ English Prose)
2 Basic English Grammar 9
Sentence – Construction & Types Parts of Speech Verb Forms Active Voice – passive Voice
3 Vocabulary 6
Synonyms, Antonyms, One Word Substitutes, Prefix and Suffix
4 Composition 6
Simple Formal letters, Paragraph Composition
Practical content
Text Books
1 Lear ers’ English Prose, OUP
Reference Books
1 High School English Grammar, S. Chand & Company
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GANPAT UNIVERSITY
FACULTY OF SCIENCE Programme Bachelor of SCIENCE Branch/Spec. Mathematics
Semester I Version 1.0.1.0
Effective from Academic Year 2015-16 Effective for the batch Admitted in July 2015
Subject code UICB101ITC Subject Name INTRODUCTION TO COMPUTERS-I
Teaching scheme Examination scheme (Marks)
(Per week) Lecture(DT) Practical(Lab.) Total CE SEE Total
L TU P TW
Credit 2 -- -- -- 2 Theory 40 60 100
Hours 2 -- -- -- 2 Practical -- -- --
Pre-requisites:
Eagerness to be familiar with the generation wise technological advancement.
Awareness regarding Computer utility among various sectors.
Basic historical information regarding Computer technology.
Learning Outcome:
Knowledge pertains to Computer fundamentals and its applications.
Knowhow of various Computer peripheral devices.
Better understanding of Graphical User Interface and icons.
Expertise in Operating system setup.
Understanding different types of Operating systems as per market demand.
Theory syllabus
Unit Content Hrs
1 Computer Fundamentals: What is Computer, Basic Applications of Computer; Components of Computer System, Central Processing Unit (CPU), VDU, Keyboard and Mouse, Other input/output Devices, Computer Memory, Concepts of Hardware and Software; Concept of Computing, Data and Information; Connecting keyboard, mouse, monitor and printer to CPU and checking power supply.
15
2 GUI Based Operating System: What is an Operating System; Basics of Popular Operating Systems; The User Interface, Using Mouse; Use of Common Icons, Status Bar, Using Menu and Menu-selection, Running an Application, Viewing of File, Folders and Directories, Creating and Renaming of files and folders, Opening and closing of different Windows; Using help; Creating Short cuts, Basics of O.S Setup; Common utilities.
15
Text Books
1 Fundamentals of Computers by Rajaraman, V (Publication: PHI Learning Pvt Ltd.)
2 Working with Personal Computer Software by Soni, R P, Arolkar, Harshal, Jain, Sonal, (Book India Publication)
3 Operating System Concepts by Silberschatz, Abraham, Braham, Galvin, Peter, Gagne, Gred, (Publication: Wiley India.)
4 Computer Fundamentals by Gundurao, H K, (Publication: Himalaya)
5 Fundamentals of Computers by Soni, Visal, (Publication: Himalaya)