BCA 181 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	Matrices Introduction	Students will be able to understand concept of matrix	CO1
1	L2	Symmetric and Skew Symmetric Matrices	Understand skewness and skewed symmetric matrices	CO1
1	L3	Operations on matrix Addition subtraction and multiplication	Able to do matrix operation	CO5
1	L4	Determinants of matrix	Able to solve problems of determinants	CO1, CO2
1	L5	Minor cofactor adjoint	Will be able to determine minor, cofactor and ajoint of matrix	CO5
1	L6	Solving systems of equations using matrix	Able to solve System of Linear equations	CO1, CO2
1	L7	Cramers Rule	Able to solve numericals of Cramers Rule	CO1, CO2
1	L8	Introduction to Trigonometric functions	Able to understand trignometric functions	CO3
1	L9	Degree and radiant measurement Quadrant system allied angles	Able to understand degree and radiant	CO3
1	L10	Numericals on trignometric functions	Proficiency to solve trignometric numericals	CO3
2	L11	Limits limit point properties of limit	Understand the concept of calculus such as limit	CO3
2	L12	Limits numerical	Able to solve problems of limits	CO3
2	L13	Continuity and differentiability	Understand the concept of calculus such as continuity and differentiability.	CO3
2	L14	Derivative of composite functions	Able to solve problems of composite functions	CO3
2	L15	Chain rule inverse trigonometric functions	Able to solve problems of chain rule	CO3
2	L16	Derivative of implicit functions	Able to solve problems of implicit functions	CO3
2	L17	Exponential and logarithmic functions and its derivative	Understand and solve exponential and logarithmic functions	CO3
2	L18	Second order derivative	Will be able to interpret second order derivative	CO3
2	L19	Integral as limit of sum	Able to solve integral numericals	CO4
2	L20	Rieman Sum fundamental theorem of calculus	Will be able to understand Rieman Sum fundamental theorem of calculus	CO4
2	L21	Indefinite integrals methods by substitution	Proficiency to solve indefinite integals numerical problems	CO4
2	L22	Integration by parts initial fractions algebric integration and transcendental functions	Will be able to determine the correct logic and solutions for any given real world problem using application of integration& integral calculus.	CO4

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