Engineering Mathematics - I (1FY2-01)

label_important 1.1 Beta Function

label_important1.2 Gamma Function

label_important 1.3 Relation Between Gamma and Beta Function

label_important 2.1 Sequences

label_important2.2 Infinite series

label_important 2.3 Comparison test

label_important 2.4 Integral test

label_important 2.5 Logarithmic test

label_important 2.6 Cauchy's root test

label_important 2.7 Alternating series

label_important3.1 Fourier Series

label_important3.2 Function Having Points of Discontinuity

label_important 3.3 Change of Interval

label_important 3.4 Even and Odd Functions

label_important 3.5 Half Range Series

label_important 3.6 Complex Form of Fourier Series

label_important 3.7 Parseval's Formula

label_important 3.8 Practical Harmonic Analysis

label_important 4.1 Function of two or more variables (Limit & Continuity)

label_important4.2 Partial Differentiation

label_important 4.3 Tangent and normal to a surface

label_important 4.4 Lagrange's Method

label_important 4.5 Maxima & Minima

label_important 4.6 Gradient

label_important 4.7 Directional derivatives

label_important 4.8 Curl & Divergence

label_important 4.9 Solenoidal & Irrotational

label_important 5.1 Double Integral

label_important5.2 Triple Integral

label_important5.3 Change of Order of Integration

label_important 5.4 Change of Variables (Double Integral)

label_important 5.5 Application of Double Integral (Area)

label_important 5.6 Application of Triple Integral (Volume)

label_important 5.7 Line Integral

label_important 5.8 Surface Integral

label_important 5.9 Volume Integral

label_important 5.10 Greens Theorem

label_important 5.11 Gauss divergence Theorem

label_important 5.12 Stokes Theorem