Introduction to DIFFERENTIATION | How to find Derivatives | BCA 1st Differentiation | BBA Maths

Опубликовано: 01 Октябрь 2024
на канале: BJ SCHOLARS
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How to solve questions of derivatives with the formulae used in the above question are explained in a very easy manner. This class is very useful for BCA sem 1 Maths and MFCS students as well as BBA Business Maths students.

Playlist are very useful for you:

0. DIFFERENTIATION :
   • Differentiation | Derivatives | Diffe...  
Topics covered
The concept of differentiation
differentiation of simple functions
Use of differentiation for solving problems related to real-life situations
Differentiation of simple algebraic
trigonometric
exponential functions
Derivative of a function
Derivatives of Sum, Differences, Product & Quotient of functions
Derivatives of polynomial, trigonometric, exponential, logarithmic, inverse trigonometric and implicit functions, Logarithmic Differentiation, Chain Rule and differentiation by substitution.

1. Sets Theory :   • SET | SETS THEORY | BCA Sem 1 Maths |...  
Topics Covered
Sets and their representations
Empty set
Finite and infinite sets
Subsets
Equal sets
Power sets
Universal set
Union and intersection of sets
Difference of two sets
Complement of a set
Venn diagram
De-Morgan’s laws and their applications.


2. Matrices:    • MATRICES | BCA | BBA | BCOM | BCOM Ho...  
An introduction to matrices
Matrices types
Operations on matrices
Symmetric and skew-symmetric matrices
Minors
Co-factors.
3. Determinants:    • DETERMINANTS| PROPERTIES OF DETERMINA...  
Determinant of a square matrix
Properties of determinant
Adjoint
inverse of a square matrix
Solutions of a system of linear equations up to order 3

4. Quadratic Equations:    • Quadratic Equations | Solutions of Qu...  

Quadratic equations
Solution of quadratic equations

5. AP & GP    • AP & GP | SEQUENCE & SERIES | Importa...  
Arithmetic progression
Geometric progression
Harmonic progression
Arithmetic mean (A.M.)
Geometric mean (G.M)
Harmonic mean (H.M.),
Relation between A.M., G.M. and H.M

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