## Knowledges in Mathematics

Choose your interests from a vast range of topics VIT University Chemical engg Statistics notes

THIS CLIP CONSISTS OF INFORMATION ABOUT THE NOTES FOR CHEMICAL ENG. STUDENTS. IT HAS ALL THE EXPLANATION FOR MAHTEMATICAL AND STATISTCAL PART OF THE SUBJECT WHICH MAKES IT EASIER FOR UNDERSTANDING THE TOPIC . #VITuniversity DU Maths Notes 1st Year Part 1

Available below is the notes of mathematics for 1st semester students. Topics included in the content are Algebra of Continuous Functions, Applications of Integration, Archimedean Property and Density of Rational (Irrational), Numbers in R, Compartmental Models, etc. DU Maths Notes Part 2

Here, I provide you 2nd part of Delhi University Maths 1st year. #DU#Maths#FreeNotes#Part2 MATHS 3rd SEMESTER

Available mathematic notes for semester 3 students. The topics discussed below are Solution of difference equations using z-transforms, Use of the right shift theorem in solving difference equations, Existance of a Fourier series expansion, Derivation of Fourier series expansion of a function defined in [−&pi;, &pi;], etc. Complex Numbers slides

The documents attached below in the knowledge involves topic complex numbers , important operations , complex plane , properties of arithematic operations , complex conjugate , polar form of complex numbers ,modules of comples numbers . etc #BITS Pilani Linear Algebra Slides

THE documents attached below in the knowledge involves topics such as elementry row operation , row echelon form , inverse of matrix , rank of matrix , row vector , linear combination , linear independent row vector. etc #BITS Pilani Real Analysis for Bsc Mathematical sciences 4thsem

Bartle and Sherbhert is one of the best books of analysis , very helpful in courses like B.Sc Maths, Mathematical sciences , physical sciences and also recommended for several pg entrances.It gives you a very clear idea of the topics  , has compact content and anyone who has the curiosity to know and understand real numbers inside out will find it really cool. Complex analysis

Elementary Functions 1. Exponential Functions 2. Trigonometric Functions 3. Hyperbolic Functions 4. Logarithmic Functions 5. Complex Exponents 1. Complex Number 2. Interior point, exterior point, boundary point 3. Open set, closed set 4. Complex valued function 5. Limit and Continuity of a complex valued function Application of residues improper integral