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  • Shri Govind Guru University,Godhra

    Bridge Course For Semester-3


    Unit-1 : Inorganic Chemistry

    What is Quantum mechanics ? Time independent Schrodinger equation and

    meaning of various terms in it. Significance of ψ and ψ2, Schrödinger equation for hydrogen

    atom. Rules for filling electrons in various orbitals, Electronic configurations of the atoms

    upto atomic number 30.

    Ionic Bonding: General characteristics of ionic bonding. Covalent bonding: VB

    Approach: Shapes of some inorganic MO Approach: Rules for the LCAO method, bonding

    and antibonding MOs and their

    Unit-2: Physical Chemistry

    Calculation of bond energy, bond dissociation energy and resonance energy from

    thermochemical data. Variation of enthalpy of a reaction with temperature – Kirchhoff’s

    equation. Statement of Third Law of thermodynamics and calculation of absolute entropies

    of substances

    Strong, moderate and weak electrolytes, degree of ionization, factors affecting

    degree of ionization, ionization constant and ionic product of water. Ionization of weak

    acids and bases, pH scale, common ion effect

    Unit-3 : Organic Chemistry-1

    Electronic Displacements: Inductive Effect, Electromeric Effect, Resonance and

    Hyperconjugation. Cleavage of Bonds: Homolysis and Heterolysis. Conformations with

    respect to ethane, butane and cyclohexane. Interconversion of Newmann, Sawhorse and

    Fischer representations. Concept of chirality (upto two carbon atoms). Configuration:

    Alkenes: (Upto 5 Carbons) Preparation: Elimination reactions: Dehydration of

    alkenes and dehydrohalogenation of alkyl halides (Saytzeff’s rule); cis alkenes (Partial

    catalytic hydrogenation) and trans alkenes (Birch reduction).

    Alkynes: (Upto 5 Carbons) Preparation: Acetylene from CaC2 and conversion into

    higher alkynes; by dehalogenation of tetra halides and dehydrohalogenation of vicinal-


    Unit-3 : Organic Chemistry-2

    Electrophilic substitution: nitration, halogenation and sulphonation. Friedel-Craft’s

    reaction (alkylation and acylation) Alkyl Halides (Upto 5 Carbons) Types of Nucleophilic

    Substitution (SN1, SN2) reactions

    Aromatic nucleophilic substitution (replacement by –OH group) and effect of nitro

    substituent. Benzyne Mechanism: KNH2/NH3 (or NaNH2/NH3).

    Phenols: Electrophilic substitution: Nitration, halogenation. Reimer- Tiemann

    Reaction,Gattermann-Koch Reaction, Schotten – Baumann Reaction.

    Aldehydes and ketones : Reactions – Reaction with HCN, ROH, NaHSO3, NH2-G

    derivatives. Iodoform test. Aldol Condensation, Cannizzaro’s reaction, Wittig reaction,

    Benzoin condensation. Clemensen reduction and Wolff Kishner reduction.

  • Reference Books:

    1. Lee, J.D. Concise Inorganic Chemistry ELBS, 1991.  2. Cotton, F.A., Wilkinson, G. & Gaus, P.L. Basic Inorganic Chemistry, 3rd ed., Wiley. 3. Douglas, B.E., McDaniel, D.H. & Alexander, J.J. Concepts and Models in Inorganic

    Chemistry, John Wiley & Sons.

    4. Huheey, J.E., Keiter, E.A., Keiter, R.L. & Medhi, O.K. Inorganic Chemistry:

    Principles of Structure and Reactivity, Pearson Education India, 2006.  5. Graham Solomon, T.W., Fryhle, C.B. & Dnyder, S.A. Organic Chemistry, John Wiley & Sons (2014).  6. Graham Solomon, T.W., Fryhle, C.B. & Dnyder, S.A. Organic Chemistry, John Wiley

    & Sons (2014).

    7. McMurry, J.E. Fundamentals of Organic Chemistry, 7th Ed. Cengage Learning


    8. Sykes, P. A Guidebook to Mechanism in Organic Chemistry, Orient Longman,

    New Delhi (1988).

    9. Finar, I.L. Organic Chemistry (Vol. I & II), E.L.B.S.  Morrison, R.T. & Boyd, R.N.

    Organic Chemistry, Pearson, 2010.

  • Shri Govind Guru University, Godhra

    Bridge Course For Botany

    Unit 1.  Algae :-

    - Introduction & general characteristics 1 Lecture - Life cycle of spirogyra 2 Lecture - Economics importance of algae 1 Lecture

     Fungi :- - Life cycle of mucar 2 Lecture - Economics importance of fungi 1 Lecture

    Unit 2. Bryophytes  Introduction & general characteristics 1 Lecture  Life cycle of funaria 3 Lecture  Ecological and Economics importance of bryophytes 2 Lecture

    Unit 3. Plant Ecology

     Introduction 1 Lecture  Scope and branches of ecology 2 Lecture  Eco system : Structure, function and energy flow in 5 Lecture

    Ecosystem Unit 4. Plant Morphology and Plant Taxonomy

     Basics of plant morphology 1 Lecture  Leaf : parts of leaf, types of leaves 2 Lecture  Flowers : Definition, bracts, cylix and corolla 3 Lecture Function and types  Study of malvace and solanaceae family 2 Lecture


    Bridge Course Syllabus of Mathematics


    Unit I :

    Successive Derivatives, Leibniz's Theorem, Taylor's and Maclaurin's Theorems (both

    without proof), Taylor's and Maclaurin's series of function's ex, sin x, cos x, log (1+x),

    (1+x)m . Rolle's Theorem, Langrage's Mean Value Theorem, Cauchy's Mean Value Theorem

    and their geometric interpretations, Increasing and decreasing functions, Interminate

    forms, L'Hospital's rule-I and L'Hospital's rule-II with proof and all other forms.

    Unit II :

    Eigen values, Eigen vectors and the characteristic equation of a matrix, Cayley-Hamilton

    (CH) theorem and its use in finding inverse of a matrix, Application of matrices in solving a

    system of simultaneous linear equation, Cramer's rule, Theorems on consistency of a

    system of simultaneous linear equation, Diagonalization of a symmetric matrix. Linear

    dependence and independence of row and column matrices and rank of a matrix, Row

    Reduced Echelon (RRE) form of a matrix inversion using it.

    Unit III :

    Exact differential equations (without proof), Integrating factors, Linear differential

    equation, Bernoull's differential equation, Differential Equations reducible to linear

    equation. Method of solving differential equations of first order and higher degree: solvable

    for y, solvable for x, solvable for p (where p= 𝑑𝑦

    𝑑𝑥 ), Clairaut's different equation (both general

    and singular). Linear differential equation of higher order and degree one with constant

    coefficients, Complementary Function and Particular Integrals, Inverse operator,

    Operational methods for its solutions, Euler form of linear differential equations with

    variable coefficients

    Unit IV :

    Definition of a sphere in R3, Cartesian equation of a sphere, General equation of a sphere,

    Equation of a sphere with diametrically opposite end points, Intersection of a sphere with

    Line/plane/sphere (No theory but only problems), Equation of a tangent plane to a sphere,

    the tangency of a plane and normality of a line to a sphere, Orthogonal spheres. Polar

    coordinate system: Polar coordinates in R2 & R3 and its relationships with Cartesian

    coordinates, polar equation of linear/circle/conic and properties of conics. Different types

    of cones and cylinders, Equations of enveloping cone/cylinder. right circular cone/cylinder

    (Without proof). Problems on cone and cylinder.

    Reference :

    1. C.W. Curtis Linear Algebra, Springer, 1987

    2. Introduction to Linear Algebra - V.Krishnamurthy, Affiliated East-west Press Pvt Ltd.

    3. An Introduction to Linear Algebra - I.K.Rana, Ane Books Pvt.Ltd.

    4. Shanti Narayan and P.K.Mittal, A text book of Matrices, S.Chand & co., 2005

  • 5. Shanti Narayan, Differential Calculus, S.Chand & co., 1996

    6. Zafar Ahsan, Differential Equations and their Application, Prentice Hall of India,


    7. Shanti Narayan, Integral Calculus, S.Chand & Co.Ltd., 1999

    8. Analytic Calculus, Fuller and Parker

    9. Calculus and Analytic Geometry - G.B.Thomas and R.L. Finney. Pearson Education.

    Indian Reprint

    10. Louis Leithold, The Calculus with Analytic Geometry, Harper-Collins Publisher, 1981

    11. Vasavada H.M.Analytical geometry of two and three dimensions, 1992

    12. College Algebra, 2nd Edition, By Spiegel M.R., Moyer r.E., Tata Mcgraw hill

    Publishing Co.

  • Shri Govind Guru University,Godhra

    Bridge Course For First Year B.Sc Microbiology

    Semester One

    Course Mb 101: Introduction To Microbiology And Microbial Diversity

    1. Diverse types of microbes

    a. Members of the microbial world : General characters, cell structure, distribution/habitats, significance

    b. Introduction of bacteria and archeae c. Introduction of fungi, algae and protozoa d. Acellular microbes e. The scope and relevance of microbiology

    2. The history and scope of microbiology

    a. Spontaneous generation