BBA 103 Course Plan

Unit No.	Lecture No.	Topic	Sessional Outcome	Mapping with CO	ICT Tools / Class Material (PPT )	First Shift	Second Shift	Guest Lecture	Expert Lecture
1	L1	Concept of factorial	Students would recall and relate the concepts of factorial	CO1
1	L2	Principle of counting	Students will be able to solve the problems of counting	CO1
1	L3	Mathematical Induction	Students will be able to understood Mathematical Induction	CO1
1	L4	Principle and Steps of Mathematical Induction	Understand principle of mathematical induction	CO1
1	L5	Mathematical Induction Numerical	Able to solve the problems of Mathematical Induction	CO1
1	L6	Mathematical Induction Numerical	Able to solve the problems of Mathematical Induction	CO1
1	L7	Arithmetic Progression	Able to solve the problems of Arithmetic Progression	CO1
1	L8	Arithmetic Progression Numericals	Able to solve the problems of Arithmetic Progression	CO1
1	L9	Geometric Progression numericals	Able to solve the problems of Geometric Progression
1	L10	Concepts of Function	Students would recall and relate the concepts of function
1	L11	Types of function	Understand different types of function
1	L12	Tutorial
1	L13	Doubt Session
1	L14	Previous Year Question Paper Discussion
1	L15	Class Test
1	L16	Matrix Algebra	Proficiency in solving the problems of matrix algebra	CO1, CO2
1	L17	Definition and types of matrices	Understand definition and types of matrix	CO1, CO2
1	L18	Matrix Numericals,Equality of Matrices	Proficiency in solving the problems of matrix algebra and able to solve Equality of Matrices	CO2
2	L19	Matrix Operations	Able to do matrix operation	CO2
2	L20	Determinants	Able to solve problems of determinants	CO2
2	L21	System of Linear equations	Able to solve System of Linear equations	CO2
2	L22	Cramers Rule	Able to solve numericals of Cramers Rule	CO2
2	L23	Inverse and Adjoint of Matrix	Able to find Inverse and Adjoint of Matrix	CO2
2	L24	Gauss Elimination Method	Able to solve numericals of Gauss Elimination Method	CO2
2	L25	Rank of Matrix and Rank of System of Equations	Will be able to determine Rank of Matrix	CO2
2	L26	Echelon Matrix	Able to solve Echelon of Matrices	CO2
2	L27	Application of Matrix in to Business Problems	Apply application of matrix in to business problem	CO2
2	L28	Preparation of Depreciation Lapse schedule	Apply practical application of matrix	CO1, CO2, CO5
2	L29	Leontiff Input output Model	Will be able to create leontiff input output model	CO1, CO2, CO6
3	L30	Permutation and Combination	Students will understand problems of permutation and combination	CO1, CO2, CO7
3	L31	Derivative of parametric function	Able to understandparametric function	CO1, CO2
3	L32	logarithmic differentiation derivative of an inverse function	Able to solve derivate problems of inverse function	CO3
3	L33	Optimization using calculus	Able to solve optimization problem using calculus	CO3
3	L34	Point of inflexion Absolute and Local Maxima and Minima	Able to understand Point of inflexion Absolute and Local Maxima and Minima	CO3
3	L35	Optimization in case of Multi Variate Function	Proficiency to solve optmization problems in case of Multi Variate Function	CO3
3	L36	Langrangian Multipliers	Able to solve problems of Langrangian Multipliers	CO3
3	L37	Langrangian Multipliers	Able to solve problems of Langrangian Multipliers	CO3
3	L38	Derivative as a rate measure	Derivative as a rate measure	CO3, CO5
3	L39	Derivative as a rate measure	Derivative as a rate measure	CO3, CO5
3	L40	Applications of integration in business	Able to solve business problems by differential calculus	CO3, CO5
3	L41	Introduction to mathematics of finance such as annuties	Will understand concept of mathematical finance	CO3, CO5
3	L42	Tutorial
3	L43	Doubt Session
3	L44	Previous Year Question Paper Discussion
3	L45	Class Test
4	L46	Indefinite Integrals	Understand concept of indefiniteintegration	CO4
3	L47	Indefinite integrals numericals	Able to solve numericals of indefinite integrals	CO4
3	L48	Techniques of integration	Able to understand different techniques of integration	CO4
4	L49	Definite Integrals	Understand concept of definite integration	CO4
4	L50	Definite integrals numericals	Able to solve numericals of definite integrals	CO4, CO5
4	L51	Business application on integration	Will be able to solve integration problem using integration	CO4, CO5
4	L52	Consumer's Surplus	Will be able to understand concept and solve problemsof consumer surplus using integration	CO4, CO5
4	L53	Producers surplus	Will be able to understand concept and solve problemsof producer surplus using integration	CO4, CO5
4	L54	Learning Curve	Will be able to analyze Learning Curve	CO4, CO5
4	L55	Probabiity - Introduction	Students will be able to understand concept of Probability	CO1, CO5
4	L56	Probability Distrbution	Students will learn and understand different types of probability distribution	CO1, CO5
4	L57	Tutorial
4	L58	Doubt Session
4	L59	Previous Year Question Paper Discussion
4	L60	Class Test

# As per Scheme & Syllabus Of Guru Gobind Singh Indraprastha University, New Delhi 2022-23 Onwards.